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• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
6 Meters
3 meters
Effort Arm (6 meters) /
Resistance Arm (3 Meters) = MA 2
• RED SLIDE: These are notes that are very
important and should be recorded in your
science journal.
Copyright © 2010 Ryan P. Murphy
-Nice neat notes that are legible and use indentations
when appropriate.
-Example of indent.
-Skip a line between topics
-Make visuals clear and well drawn. Please label.
Effort Arm
Resistance Arm
• RED SLIDE: These are notes that are very
important and should be recorded in your
science journal.
• BLACK SLIDE: Pay attention, follow
directions, complete projects as described
and answer required questions neatly.
Copyright © 2010 Ryan P. Murphy
• http://sciencepowerpoint.com/
 Machine: Anything that helps you do
work.
 Machine: Anything that helps you do
work.
 Work = Force x Distance
• Which of the following is not something
machines do.
– B.) Machines can change the direction of the
force you put in. ( ex. A Car jack)
– C.) Machines create energy in order to complete
a force. (ex. reactor)
– D.) Machines can increase the speed of the
force. (ex. Bicycle)
• Which of the following is not something
machines do.
– A.) Machines can make the force you put into a
machine greater. (ex. Pliers)
– B.) Machines can change the direction of the
force you put in. ( ex. A Car jack)
– C.) Machines create energy in order to complete
a force. (ex. reactor)
– D.) Machines can increase the speed of the
force. (ex. Bicycle)
• Which of the following is not something
machines do.
– A.) Machines can make the force you put into a
machine greater. (ex. Pliers)
– B.) Machines can change the direction of the
force you put in. ( ex. A Car jack)
– C.) Machines create energy in order to complete
a force. (ex. reactor)
– D.) Machines can increase the speed of the
force. (ex. Bicycle)
• Which of the following is not something
machines do.
– A.) Machines can make the force you put into a
machine greater. (ex. Pliers)
– B.) Machines can change the direction of the
force you put in. ( ex. A Car jack)
– C.) Machines create energy in order to complete
a force. (ex. reactor)
– D.) Machines can increase the speed of the
force. (ex. Bicycle)
• Which of the following is not something
machines do.
– A.) Machines can make the force you put into a
machine greater. (ex. Pliers)
– B.) Machines can change the direction of the
force you put in. ( ex. A Car jack)
– C.) Machines create energy in order to complete
a force. (ex. reactor)
– D.) Machines can increase the speed of the
force. (ex. Bicycle)
• Which of the following is not something
machines do.
– A.) Machines can make the force you put into a
machine greater. (ex. Pliers)
– B.) Machines can change the direction of the
force you put in. ( ex. A Car jack)
– C.) Machines create energy in order to complete
a force. (ex. reactor)
– D.) Machines can increase the speed of the
force. (ex. Bicycle)
• Which of the following is not something
machines do.
– A.) Machines can make the force you put into a
machine greater. (ex. Pliers)
– B.) Machines can change the direction of the
force you put in. ( ex. A Car jack)
– C.) Machines create energy in order to complete
a force. (ex. reactor)
– D.) Machines can increase the speed of the
force. (ex. Bicycle)
• Match the correct work
of machines to the
picture.
– A.) Machines can
increase the speed of
the force.
– B.) Machines can make
the force you put into a
machine greater.
– C.) Machines can
change the direction of
the force you put in.
• Match the correct work
of machines to the
picture.
– A.) Machines can
increase the speed of
the force.
– B.) Machines can make
the force you put into a
machine greater.
– C.) Machines can
change the direction of
the force you put in.
• Match the correct work
of machines to the
picture.
– A.) Machines can
increase the speed of
the force.
– B.) Machines can make
the force you put into a
machine greater.
– C.) Machines can
change the direction of
the force you put in.
• Match the correct work
of machines to the
picture.
– A.) Machines can
increase the speed of
the force.
– B.) Machines can make
the force you put into a
machine greater.
– C.) Machines can
change the direction of
the force you put in.
• Match the correct work
of machines to the
picture.
– A.) Machines can
increase the speed of
the force.
– B.) Machines can make
the force you put into a
machine greater.
– C.) Machines can
change the direction of
the force you put in.
• Match the correct work
of machines to the
picture.
– A.) Machines can
increase the speed of
the force.
– B.) Machines can make
the force you put into a
machine greater.
– C.) Machines can
change the direction of
the force you put in.
• Match the correct work
of machines to the
picture.
– A.) Machines can
increase the speed of
the force.
– B.) Machines can make
the force you put into a
machine greater.
– C.) Machines can
change the direction of
the force you put in.
• Law Conservation of energy: energy
cannot be created or destroyed.
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
 Efficiency: A measure of how much more
work must be put into a machine than you
get out of the machine.
 Efficiency: A measure of how much more
work must be put into a machine than you
get out of the machine.
 The efficiency of a machine will always be less
than 100%.
• Efficiency: A measure of how much more
work must be put into a machine than you
get out of the machine.
– The efficiency of a machine will always be less
than 100%.
– If there was no friction, the best you could hope for is an
efficiency of 100% meaning work in = work out.
• Efficiency: A measure of how much more
work must be put into a machine than you
get out of the machine.
– The efficiency of a machine will always be less
than 100%.
– If there was no friction, the best you could hope for is an
efficiency of 100% meaning work in = work out.
• Efficiency: A measure of how much more
work must be put into a machine than you
get out of the machine.
– The efficiency of a machine will always be less
than 100%.
– If there was no friction, the best you could hope for is an
efficiency of 100% meaning work in = work out.
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 Force is measured in a unit called the Newton.
Copyright © 2010 Ryan P. Murphy
 One Newton is the amount of force required
to give a 1 kg mass an acceleration of 1
m/s/s.
Copyright © 2010 Ryan P. Murphy
 One Newton is the amount of force required
to give a 1 kg mass an acceleration of 1
m/s/s.
Copyright © 2010 Ryan P. Murphy
 One Newton is the amount of force required
to give a 1 kg mass an acceleration of 1
m/s/s.
Copyright © 2010 Ryan P. Murphy
Learn more: Force.
http://www.physicsclassroom.com/class/newt
laws/u2l2a.cfm
• One Newton is the amount of force required
to give a 1 kg mass an acceleration of 1
m/s/s.
Copyright © 2010 Ryan P. Murphy
• One Newton is the amount of force required
to give a 1 kg mass an acceleration of 1
m/s/s.
Copyright © 2010 Ryan P. Murphy
 Mass: Amount of matter in an object.
Copyright © 2010 Ryan P. Murphy
Copyright © 2010 Ryan P. Murphy
“I’m
weightless
but I still
have mass.”
Copyright © 2010 Ryan P. Murphy
 New Area of focus: Simple Machines.
Copyright © 2010 Ryan P. Murphy
• Activity: Ancient use of Simple Machines.
– Use PVC piping to move an upside down lab
table and some people sitting on it down the
hall.
Copyright © 2010 Ryan P. Murphy
• Set-up of challenge.
– Move pipes from the rear to the front before
the table moves.
– How efficient can your group work?
• Please reflect upon the activity.
– What type of machine was used?
– Did it help?
Copyright © 2010 Ryan P. Murphy
 Mechanical advantage (MA): The number
of times a machine multiplies your effort
force.
Copyright © 2010 Ryan P. Murphy
 To find MA
 Divide resistance force (usually weight in g)
by the effort force (Newtons)
Copyright © 2010 Ryan P. Murphy
 To find MA
 Divide resistance force (usually weight in g)
by the effort force (Newton)
Copyright © 2010 Ryan P. Murphy
 To find MA
 Divide resistance force (usually weight in g)
by the effort force (Newton)
Copyright © 2010 Ryan P. Murphy
 To find MA
 Divide resistance force (usually weight in g)
by the effort force (Newton)
Copyright © 2010 Ryan P. Murphy
 To find MA
 Divide resistance force (usually weight in g)
by the effort force (Newton)
Copyright © 2010 Ryan P. Murphy
 To find MA
 Divide resistance force (usually weight in g)
by the effort force (Newton)
Copyright © 2010 Ryan P. Murphy
FO
= MA
 To find MA
 Divide resistance force (usually weight in g)
by the effort force (Newton)
Copyright © 2010 Ryan P. Murphy
FO
FI
= MA
• Find the MA of the following.
• The work input was 2, and the output was 18.
• Find the MA of the following.
• The work input was 2, and the output was 18.
• Find the MA of the following.
• The work input was 2, and the output was 18.
FI
FO
• Find the MA of the following.
• The work input was 2, and the output was 18.
FI
FO
• Find the MA of the following.
• The work input was 2, and the output was 18.
FI
FO
• Find the MA of the following.
• The work input was 2, and the output was 18.
FI
FO
2
18
• Find the MA of the following.
• The work input was 2, and the output was 18.
FI
FO
2
18
= 9 MA
• Find the MA of the following.
• The work input was 2, and the output was 18.
FI
FO
2
18
= 9 MA
Mechanical Advantage: Learn More at… http://www.wisc-
online.com/objects/ViewObject.aspx?ID=ENG20504
12 N
6 N
12 N
6 NFO
FI
12 N
6 NFO
FI
12 N
6 NFO
FI
12 N
6 NFO
FI 6N
12N
12 N
6 NFO
FI 6N
12N
= 12 MA
40 N
20 N
40 N
20 N
FO
FI
40 N
20 N
FO
FI
40 N
20 N
FO
FI 20N
40N
40 N
20 N
FO
FI 20N
40N
= 2 MA
40 N
20 N
FO
FI 20N
40N
= 2 MA
90 N
45 N
90 N
45 N
FO
FI
90 N
45 N
FO
FI 45N
90N
90 N
45 N
FO
FI 45N
90N
= 2 MA
• Law Conservation of Energy
• Law Conservation of Energy
– Energy cannot be created or destroyed.
• Law Conservation of Energy
– Energy cannot be created or destroyed.
– Energy can be transferred.
• Law Conservation of Energy
– Energy cannot be created or destroyed.
– Energy can be transferred.
• Law Conservation of Energy
– Energy cannot be created or destroyed.
– Energy can be transferred.
• Video Links! Mechanical Advantage, Khan
Academy, Optional (Advanced) (I,II,III)
– http://www.khanacademy.org/science/physics/m
echanics/v/introduction-to-mechanical-advantage
(Part 1)
– http://www.khanacademy.org/science/physics/m
echanics/v/mechanical-advantage--part-2 (2)
– http://www.khanacademy.org/science/physics/m
echanics/v/mechanical-advantage--part-3 (3)
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
 Simple machines: Types of machines that
do work with one movement.
Copyright © 2010 Ryan P. Murphy
• Simple Machines Available Sheet: Pulleys
 Pulley
 Uses grooved wheels and a rope to raise,
lower or move a load.
Copyright © 2010 Ryan P. Murphy
 Pulley
 Uses grooved wheels and a rope to raise,
lower or move a load.
Copyright © 2010 Ryan P. Murphy
 A pulley makes work seem easier
Copyright © 2010 Ryan P. Murphy
 A pulley makes work seem easier
Copyright © 2010 Ryan P. Murphy
 A pulley makes work seem easier
 Changes the direction of motion to work with
gravity.
Copyright © 2010 Ryan P. Murphy
 A pulley makes work seem easier
 Changes the direction of motion to work with
gravity. Instead of lifting up, you can pull down.
Copyright © 2010 Ryan P. Murphy
 A pulley makes work seem easier
 Changes the direction of motion to work with
gravity. Instead of lifting up, you can pull down.
 Uses your body weight against the resistance.
Copyright © 2010 Ryan P. Murphy
 The more pulleys that are used, the more
the MA (Mechanical Advantage).
Copyright © 2010 Ryan P. Murphy
 The more pulleys that are used, the more
the MA (Mechanical Advantage).
Copyright © 2010 Ryan P. Murphy
 MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count.
 What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count.
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count. MA =2
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count. MA =2
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count. MA =2
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
FI
=
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count. MA =2
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
FO
FI
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count. MA =2
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
FO
FI
FI
FO
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count. MA =2
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
FO
FI
FI
FO 100 kg
50 kg
• MA = The number of ropes that support
the pulley. The end of the rope doesn’t
count. MA =2
– What is the MA of this pulley system below?
Copyright © 2010 Ryan P. Murphy
FO
FI
FI
FO 100 kg
50 kg
= 2 MA
• What is the MA of this pulley system?
MA=2
Copyright © 2010 Ryan P. Murphy
• Answer, the MA is 4.
Copyright © 2010 Ryan P. Murphy
• Answer, the MA is 4.
Copyright © 2010 Ryan P. Murphy
• Answer, the MA is 4.
Copyright © 2010 Ryan P. Murphy
FI
FO
• Answer, the MA is 4.
Copyright © 2010 Ryan P. Murphy
FI
FO
FI
FO
• Answer, the MA is 4.
Copyright © 2010 Ryan P. Murphy
FI
FO
FI
FO
• Answer, the MA is 4.
Copyright © 2010 Ryan P. Murphy
FI
FO
FI
FO 100
25
• Answer, the MA is 4.
Copyright © 2010 Ryan P. Murphy
FI
FO
FI
FO 100
25
= 4 MA
• What is the MA?
• What is the MA?
• What is the MA?
• What is the MA?
• What is the MA?
• What is the MA?
• What is the MA?
• What is the MA?
• What is the MA?
• Pulley Simulator: (Optional)
– http://www.compassproject.net/sims/pulley.html
 Three types of pulleys
 -
 -
 -
Copyright © 2010 Ryan P. Murphy
 Fixed pulley
 No MA
Copyright © 2010 Ryan P. Murphy
 Fixed pulley
 No MA
Copyright © 2010 Ryan P. Murphy
 Movable Pulley (MA of 2)
Copyright © 2010 Ryan P. Murphy
 Movable Pulley (MA of 2)
Copyright © 2010 Ryan P. Murphy
 Combined Pulley / Block and tackle
Copyright © 2010 Ryan P. Murphy
• Rock climbing uses pulleys.
Copyright © 2010 Ryan P. Murphy
• Rock climbing uses pulleys.
Copyright © 2010 Ryan P. Murphy
• Rock climbing uses pulleys.
Copyright © 2010 Ryan P. Murphy
• Sailing uses pulleys to ease difficult jobs.
Copyright © 2010 Ryan P. Murphy
Pulleys
• The chain on your bicycle is a pulley.
• Quiz Wiz 1-10 Fixed Pulley, Moveable
Pulley, Block and Tackle/Combined Pulley
Copyright © 2010 Ryan P. Murphy
• * Bonus: Name this family that used
simple machines to create a tree house?
• Answers! Quiz Wiz 1-10 Fixed Pulley,
Moveable Pulley, Block and
Tackle/Combined Pulley
Copyright © 2010 Ryan P. Murphy
• * Bonus: Name this family that used
simple machines to create a tree house?
• * Bonus: Name this family that used
simple machines to create a tree house?
• Activity! Using the three types of Pulleys
Copyright © 2010 Ryan P. Murphy
• Activity! Using the three types of Pulleys
Copyright © 2010 Ryan P. Murphy
I wonder what
the MA of this
pulley system is?
• Activity! Using the three types of Pulleys
Copyright © 2010 Ryan P. Murphy
I wonder what
the MA of this
pulley system is?
• Activity! Using the three types of Pulleys
Copyright © 2010 Ryan P. Murphy
I wonder what
the MA of this
pulley system is?
Top
Pulley
Bottom
Pulley
Top
Pulley
Bottom
Pulley
Top
Pulley
Bottom
Pulley
Top
Pulley
Bottom
Pulley
Top
Pulley
Bottom
Pulley
• Simple Machines Available Sheet.
Please create this spreadsheet in your
journal.
Weight (g) newtons
No Pulley ____ grams
Fixed Pulley ____ grams
Combined
Pulley 2
____ grams
Combined
Pulley 4
____ grams
Copyright © 2010 Ryan P. Murphy
• Please use the materials to do the
following.
–Measure the newtons required with a
Spring Scale to lift the ____ grams of
weight with the different pulleys
described in the spreadsheet.
Copyright © 2010 Ryan P. Murphy
• Please use the materials to do the
following.
–Measure the newtons required with a
Spring Scale to lift the ____ grams of
weight with the different pulleys
described in the spreadsheet.
Copyright © 2010 Ryan P. Murphy
Remember to
zero your
spring scale!
• Please use the materials to do the following.
– Record the newtons required with a Spring
Scale to lift the ____ grams of weight with a
fixed pulley.
• Fixed Pulley System Construction
• Fixed Pulley System Construction
• Fixed Pulley System Construction
• Fixed Pulley System Construction
• Fixed Pulley System Construction
• Fixed Pulley System Construction
• Fixed Pulley System Construction
• Please use the materials to do the
following.
–Record the newtons with a combined
pulley to lift the weight?
Spring Scale
Copyright © 2010 Ryan P. Murphy
• Two Pulley System Construction
• Two Pulley System Construction
• Two Pulley System Construction
• Two Pulley System Construction
• Two Pulley System Construction
• Two Pulley System Construction
• Two Pulley System Construction
• Two Pulley System Construction
• Please use the materials to do the following.
– Record newtons with a combined pulley (4) to
lift the ____ grams of weight?
• 4 Pulley System Construction
• 4 Pulley System Construction
• 4 Pulley System Construction
Two wheels /
Pulley
• 4 Pulley System Construction
Two wheels /
Pulley
• 4 Pulley System Construction
• 4 Pulley System Construction
• If you don’t have double pulleys, you can
still use 4 single pulley’s like so.
Copyright © 2010 Ryan P. Murphy
• Create a moveable pulley to lower the ___
gram weight into the bucket without
touching it.
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
fixed pulley rather than no pulley at all?
– What was the advantage in Newtons to use a
combined pulley over a fixed pulley?
– What was the advantage in Newtons to use a
combined pulley (4) over a combined pulley
(2)?
– Did a moveable pulley allow you to move the
load with minimal effort?
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
fixed pulley rather than no pulley at all?
– What was the advantage in newtons to use a
combined pulley over a fixed pulley?
– What was the advantage in Newtons to use a
combined pulley (4) over a combined pulley
(2)?
– Did a moveable pulley allow you to move the
load with minimal effort?
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
fixed pulley rather than no pulley at all?
– What was the advantage in newtons to use a
combined pulley over a fixed pulley?
– What was the advantage in newtons to use a
combined pulley (4) over a combined pulley
(2)?
– Did a moveable pulley allow you to move the
load with minimal effort?
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
fixed pulley rather than no pulley at all?
– What was the advantage in newtons to use a
combined pulley over a fixed pulley?
– What was the advantage in newtons to use a
combined pulley (4) over a combined pulley
(2)?
– Did a moveable pulley allow you to move the
load with minimal effort?
Copyright © 2010 Ryan P. Murphy
Weight (g) Newton
No Pulley ___ grams 5 newtons
Fixed Pulley ___ grams 5 newtons?
Combined
Pulley 2
___ grams 3 newtons?
Combined
Pulley 4
___ grams 1 newtons?
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
fixed pulley rather than no pulley at all?
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
fixed pulley rather than no pulley at all?
– There was no Mechanical Advantage (MA)
when using the fixed pulley. It was easier
because you didn’t have to bend down.
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
combined pulley over a fixed pulley?
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
combined pulley over a fixed pulley?
– The combined pulley required less force (2
newtons) to lift the load. The Mechanical
Advantage was 2 newtons.
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
combined pulley (4) over a combined pulley
(2)?
Copyright © 2010 Ryan P. Murphy
• Questions?
– What was the advantage in newtons to use a
combined pulley (4) over a combined pulley
(2)?
– The (MA) was 4. It only took 1 newton to lift
the load compared 3 newtons with the
combined 2 pulley, and 5 newtons with no
pulley at all.
Copyright © 2010 Ryan P. Murphy
Pulleys. Learn more at…
http://www.swe.org/iac/lp/pulley_03.html
• Questions?
– Did a moveable pulley allow you to move the
load with minimal effort?
Copyright © 2010 Ryan P. Murphy
• Questions?
– Did a moveable pulley allow you to move the
load with minimal effort?
– The pulley moved along the rope very easily.
We were able to move the load easily once it
was lifted. The pulley rolled down the rope
because of it’s potential energy.
• Not very good for lifting.
Copyright © 2010 Ryan P. Murphy
• Simple Machines Available Sheet: Levers
 Lever
-
 Lever
A stiff bar that rests on a support called
a fulcrum which lifts or moves loads.
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
Or…
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
120 N
FI
FO
360 N
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
120 N
FI
FO
360 N=
FO
FI
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
120 N
FI
FO
360 N=
FO 360 N
FI 120 N
 MA = length of effort arm ÷ length of
resistance arm.
Copyright © 2010 Ryan P. Murphy
120 N
FI
FO
360 N=3 MA
FO 360 N
FI 120 N
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
6 Meters
3 meters
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
6 Meters
3 meters
Effort Arm (6 meters) /
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
6 Meters
3 meters
Effort Arm (6 meters) /
Resistance Arm (3 Meters)
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
6 Meters
3 meters
Effort Arm (6 meters) /
Resistance Arm (3 Meters) = MA 2
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
12 meters4 meters
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
12 meters4 meters
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
12 meters4 meters
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
12 meters4 meters
12 meters / 4 meters =
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
12 meters4 meters
12 meters / 4 meters = MA 3
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
90 N 30 N
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
FO
FI
90 N 30 N
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
FO
FI
90 N 30 N
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
FO
FI
90 N 30 N
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
FO
FI 30 N
90 N
90 N 30 N
• What is the MA of this lever?
– MA = length of effort arm ÷ length of resistance arm.
Copyright © 2010 Ryan P. Murphy
=3 MA
FO
FI 30 N
90 N
90 N 30 N
• Video Link! Levers and skateboarding.
– http://www.youtube.com/watch?v=72ZNEactb-k
 The 3 types of levers
 -
 -
 -
Copyright © 2010 Ryan P. Murphy
 The 3 types of levers
 -
 -
 -
Copyright © 2010 Ryan P. Murphy
 The 3 types of levers
 -
 -
 -
Copyright © 2010 Ryan P. Murphy
 The 3 types of levers
 -
 -
 -
Copyright © 2010 Ryan P. Murphy
 The 3 types of levers
 -
 -
 -
Copyright © 2010 Ryan P. Murphy
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
 First Class Lever
Copyright © 2010 Ryan P. Murphy
• The law of equilibrium is: The effort multiplied by its
distance from the fulcrum equals the load multiplied by
its distance from the fulcrum.
• The law of equilibrium is: The effort multiplied by its
distance from the fulcrum equals the load multiplied by
its distance from the fulcrum.
– True or False?
– 2 lbs of effort exerted 4 feet from the fulcrum will lift 8
lbs located 1 foot on the other side of fulcrum.
• The law of equilibrium is: The effort multiplied by its
distance from the fulcrum equals the load multiplied by
its distance from the fulcrum.
– True or False?
– 2 lbs of effort exerted 4 feet from the fulcrum will lift 8
lbs located 1 foot on the other side of fulcrum.
• The law of equilibrium is: The effort multiplied by its
distance from the fulcrum equals the load multiplied by
its distance from the fulcrum.
– True or False?
– 2 lbs of effort exerted 4 feet from the fulcrum will lift 8
lbs located 1 foot on the other side of fulcrum.
• Activity! Sending a stuffed toy flying.
– Create a first class lever and send and toy
into the air by jumping on the effort arm.
• Activity! Sending a stuffed toy flying.
– Create a first class lever and send and toy
into the air by jumping on the effort arm.
• Activity! Sending a stuffed toy flying.
– Create a first class lever and send and toy
into the air by jumping on the effort arm.
• Activity! Sending a stuffed toy flying.
– Create a first class lever and send and toy
into the air by jumping on the effort arm.
• Activity! Sending a stuffed toy flying.
– Create a first class lever and send and toy
into the air by jumping on the effort arm.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Activity! Sending a stuffed toy flying.
– Change the fulcrum, Will this change how
high the toy will travel.
• Simple Machines Available Sheet: Levers
• Activity! Levers – Please record the
spreadsheet below in your journal.
Mechanical Advantage # of newtons to lift
lever
Just the weight
(_____grams)
No MA
E arm = 25cm
R arm = 5cm
E arm = 20cm
R arm = 10cm
E arm = 15cm
R arm = 15cm
E arm = 10cm
R arm = 20cm
E arm = 5cm
R arm = 25cm
Copyright © 2010 Ryan P. Murphy
• Please set up your first class lever system as
follows.
– Use the centimeters on the ruler to set up lever
and determine MA.
Crayola Marker
Ruler
Copyright © 2010 Ryan P. Murphy
Paperclip taped
• Simulated data / Answers
Mechanical Advantage # of newtons to lift
lever
Just the weight
(_____ grams)
No MA 3 Results will vary due
to spring scales
E arm = 25cm
R arm = 5cm
25/5 = 5 .5
E arm = 20cm
R arm = 10cm
20/10 = 2 1
E arm = 15cm
R arm = 15cm
15/15 = 1 2
E arm = 10cm
R arm = 20cm
10/20 = .5 4
E arm = 5cm
R arm = 25cm
5/25 = .2 8
Copyright © 2010 Ryan P. Murphy
Mechanical Advantage # of newtons to lift
lever
Just the weight
(_____ grams)
No MA 3 Results will vary due
to spring scales
E arm = 25cm
R arm = 5cm
25/5 = 5 .5
E arm = 20cm
R arm = 10cm
20/10 = 2 1
E arm = 15cm
R arm = 15cm
15/15 = 1 2
E arm = 10cm
R arm = 20cm
10/20 = .5 4
E arm = 5cm
R arm = 25cm
5/25 = .2 8
Copyright © 2010 Ryan P. Murphy
Mechanical Advantage # of newtons to lift
lever
Just the weight
(_____ grams)
No MA 3 Results will vary due
to spring scales
E arm = 25cm
R arm = 5cm
25/5 = 5 .5
E arm = 20cm
R arm = 10cm
20/10 = 2 1
E arm = 15cm
R arm = 15cm
15/15 = 1 2
E arm = 10cm
R arm = 20cm
10/20 = .5 4
E arm = 5cm
R arm = 25cm
5/25 = .2 8
Copyright © 2010 Ryan P. Murphy
Note
Mechanical
Disadvantage
• Simple Machines Available Sheet: Levers
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of
Newtons?
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
Newtons?
– How does changing the fulcrums location
effect the lever?
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of
newtons?
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
newtons?
– How does changing the fulcrums location
effect the lever?
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of
newtons?
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
newtons?
– How does changing the fulcrums location
effect the lever?
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of
newtons?
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
newtons?
– How does changing the fulcrums location
effect the lever?
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or in
newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of newtons?
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or in
newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of newtons?
– Answer: The lever had the highest Mechanical
Advantage when it had a long effort arm, and
short resistance arm (E=25, R=5)
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or in
newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of newtons?
– Answer: The lever had the highest Mechanical
Advantage when it had a long effort arm, and
short resistance arm (E=25, R=5)
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or in
newtons)
– Which fulcrum position (Crayola marker) gave
you the best MA or lowest number of newtons?
– Answer: The lever had the highest Mechanical
Advantage when it had a long effort arm, and
short resistance arm (E=25, R=5)
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
newtons?
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
newtons?
– Answer: It was most difficult (Least MA) to lift
the weight with a short effort arm, and long
resistance arm (E=5, R=25)
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
newtons?
– Answer: It was most difficult (Least MA) to lift
the weight with a short effort arm, and long
resistance arm (E=5, R=25)
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– Which fulcrum position (marker) gave you the
least MA or negative MA or highest number of
newtons?
– Answer: It was most difficult (Least MA) to lift
the weight with a short effort arm, and long
resistance arm (E=5, R=25)
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– How does changing the fulcrums location
effect the lever?
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– How does changing the fulcrums location
effect the lever?
– Answer: Changing the fulcrum can increase
or decrease the effort needed to lift the
weight.
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– How does changing the fulcrums location
effect the lever?
– Answer: Changing the fulcrum can increase
or decrease the effort needed to lift the
weight. The closer the fulcrum was to the
weight the easier it was to lift.
Copyright © 2010 Ryan P. Murphy
• Questions / Follow-up (Use data in MA or
in newtons)
– How does changing the fulcrums location
effect the lever?
– Answer: Changing the fulcrum can increase
or decrease the effort needed to lift the
weight. The further away the fulcrum, from
the weight, the harder it was to lift.
Copyright © 2010 Ryan P. Murphy
 Second Class Lever
Copyright © 2010 Ryan P. Murphy
• Activity! Charades, what is the common
item acted out.
–Hint, It’s a second class lever.
Copyright © 2010 Ryan P. Murphy
• Activity! Charades, what is the common
item acted out.
–Hint, It’s a second class lever.
Copyright © 2010 Ryan P. Murphy
• Answer, A wheel barrel.
Copyright © 2010 Ryan P. Murphy
• Second Class Lever
Copyright © 2010 Ryan P. Murphy
• Simple Machines Available Sheet: Levers
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Please use your materials from the first
class lever to construct a second class
lever.
– Feel the difference when you adjust the load.
• Activity! Second Class Lever.
– Set-up your own spreadsheet and conduct
your own investigation (collecting data) about
second class levers.
• Activity! Second Class Lever.
– Set-up your own spreadsheet and conduct
your own investigation (collecting data) about
second class levers.
Be prepared
to report
your findings
to the class.
• Activity! Second Class Lever.
– Use the computers to set-up your
spreadsheet and graph.
Be prepared
to report
your findings
to the class.
• Activity! Second Class Lever.
– Answers (General): The (MA) increases as
the load is moved closer to the fulcrum /
resistance arm decreases and effort arm
increases.
Be prepared
to report
your findings
to the class.
 Third Class Lever.
 Has Mechanical Disadvantage.
 Requires more force to lift the load.
Copyright © 2010 Ryan P. Murphy
 Third Class Lever.
 Has Mechanical Disadvantage.
 Requires more force to lift the load.
Copyright © 2010 Ryan P. Murphy
 Third Class Lever.
 Has Mechanical Disadvantage.
 Requires more force to lift the load.
Copyright © 2010 Ryan P. Murphy
Fulcrum
Load
Fulcrum
Load
Fulcrum
Effort
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• Which is a first, second, and third class
lever.?
– Please put your finger in the air when the square
lights up.
• How many levers can you point out?
• How many levers can you point out?
• How many levers can you point out?
Levers: Learn more at…
http://www.technologys
tudent.com/forcmom/le
ver1.htm
• Video! (Optional) – 6 minutes.
– Cirque du Soleil and the Lever.
– What type of lever is being used?
– How is the lever used to perform this act.
– http://www.youtube.com/watch?v=l9OYEpC3GWI
 Wedge: An object with at least one slanting
side ending in a sharp edge, which cuts
materials apart.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wedge can be
found by dividing the length of the slope (S) by
the thickness (T) of the big end.
 What is the MA of the wedge below.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wedge can be
found by dividing the length of the slope (S) by
the thickness (T) of the big end.
 What is the MA of the wedge below?
50 cm
10 cm
Copyright © 2010 Ryan P. Murphy
• Answer! 50/10 = Mechanical Advantage 5
50 cm
10 cm
Copyright © 2010 Ryan P. Murphy
• What is the MA of this wedge?
20 cm
5 cm
• What is the MA of this wedge?
20 cm
5 cm
20/5 =
• What is the MA of this wedge?
20 cm
5 cm
20/5 = MA 4
• Which wedge below has the greater MA
Mechanical Advantage?
Copyright © 2010 Ryan P. Murphy
• Which wedge below has the greater MA
Mechanical Advantage?
Copyright © 2010 Ryan P. Murphy
• Which wedge below has the greater MA
Mechanical Advantage?
Copyright © 2010 Ryan P. Murphy
• Which wedge below has the greater MA
Mechanical Advantage?
Copyright © 2010 Ryan P. Murphy
• Simple Machines Available Sheet: Levers
• Activity! (Optional) Mechanical Advantage of
a Wedge.
– Please trace the wooden blocks and calculate
the Mechanical Advantage of each type of
wedge.
• Activity! (Optional) Mechanical Advantage of
a Wedge.
– Please trace the wooden blocks and calculate
the Mechanical Advantage of each type of
wedge.
T
S
Measure the longest slope on this type of
wedge/
• Activity!
– On the next slide, your table group must find
the MA of 4 different wedges in 60 seconds.
– To succeed your group must be organized,
precise, and methodical.
Simulated wooden blocks.
3
8
4
20
10
4
6
12
Simulated wooden blocks.
3
8
4
20
10
4
6
12
Simulated wooden blocks.
3
8
4
20
10
4
6
12
MA=2
Simulated wooden blocks.
3
8
4
20
10
4
6
12
MA=2
Simulated wooden blocks.
3
8
4
20
10
4
6
12
MA=2
MA = 6.66
Simulated wooden blocks.
3
8
4
20
10
4
6
12
MA=2
MA = 6.66
Simulated wooden blocks.
3
8
4
20
10
4
6
12
MA=2
MA = 6.66
MA = 2.5
Simulated wooden blocks.
3
8
4
20
10
4
6
12
MA=2
MA = 6.66
MA = 2.5
Simulated wooden blocks.
3
8
4
20
10
4
6
12
MA=2
MA = 6.66
MA = 2.5
MA = 2
• What is our next simple machine?
• What is our next simple machine?
Axle
Wheel
 Wheel and Axle: A wheel with a rod,
called an axle, through its center lifts or
moves a load.
Copyright © 2010 Ryan P. Murphy
 Wheel and Axle: A wheel with a rod,
called an axle, through its center lifts or
moves a load.
Copyright © 2010 Ryan P. Murphy
The larger circles are the wheels.
 Wheel and Axle: A wheel with a rod,
called an axle, through its center lifts or
moves a load.
Copyright © 2010 Ryan P. Murphy
The larger circles are the wheels.
The smaller circles
are the axles.
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
What is the MA?
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
What is the MA?
5/1 =
 The mechanical advantage of a wheel and axle is
the ratio of the radius of the wheel divided by
the radius of the axle.
Copyright © 2010 Ryan P. Murphy
What is the MA?
5/1 = MA 5
 Radius: A straight line from a circles
center to its perimeter.
• Diameter: The length of a straight line
passing through the center of a circle and
connecting two points on the
circumference.
• Diameter: The length of a straight line
passing through the center of a circle and
connecting two points on the
circumference.
Diameter
• Diameter: The length of a straight line
passing through the center of a circle and
connecting two points on the
circumference.
Diameter
• What is the MA of this wheel below?
r=60 cm
r=3 cm
Copyright © 2010 Ryan P. Murphy
• MA = 20
r=60 cm
r=3 cm
Copyright © 2010 Ryan P. Murphy
1.25 m
.5 m
“The MA is not
2.5, it’s 5.5”
1.25 m
.5 m
“Dude, She’s
right, the MA
is 2.5”
1.25 m
.5 m
“Yah, but…
Arggh”
• Note how this mousetrap car is using a
wheel that would have a high mechanical
advantage.
15 cm .5 cm
• Note how this mousetrap car is using a
wheel that would have a high mechanical
advantage.
15 cm .5 cm
15/.5 =
• Note how this mousetrap car is using a
wheel that would have a high mechanical
advantage.
15 cm .5 cm
15/.5 = MA 30
Wheel and Axle, Mechanical Advantage. Learn more at…
http://en.wikipedia.org/wiki/Wheel_and_axle
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle.
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle.
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle.
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle.
Wheel radius = 5.2 cm
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle.
Wheel radius = 5.2 cm
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle.
Wheel radius = 5.2 cm
Axle radius = .75 cm
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle. 5.2 / .75 = MA
Wheel radius = 5.2 cm
Axle radius = .75 cm
• Activity! Trace an old compact disc into your
science journal and pretend it is a wheel and
axle. (Crayola Marker is Axle)
– Find the Mechanical Advantage of this wheel and
axle. 5.2 / .75 = MA 6.93 (We can call 7)
Wheel radius = 5.2 cm
Axle radius = .75 cm
• Simple Machines Available Sheet:
– Wheel and Axle.
• Wheel and Axle.
– Find the numbers of newtons to drag your
journal across the table with some weights on it.
– Next, place Crayola Markers under the journal
with the weights on top and use the Spring Scale
to find the # of newtons.
– What was the difference in newtons?
 An Inclined plane: A slanting surface
connecting a lower level to a higher level.
Copyright © 2010 Ryan P. Murphy
• Where are the inclined planes?
Copyright © 2010 Ryan P. Murphy
• Answer!
Copyright © 2010 Ryan P. Murphy
• Field Trip! Let’s visit the inclined plane.
Copyright © 2010 Ryan P. Murphy
• Activity! Finding the Mechanical
Advantage (MA) of the Handicap ramp
(Inclined Plane) at the school.
• Law Conservation of energy: energy
cannot be created or destroyed.
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
• Law Conservation of energy: energy
cannot be created or destroyed.
– Simple machines generally require more work
/ energy to complete a task. Example
Copyright © 2010 Ryan P. Murphy
Copyright © 2010 Ryan P. Murphy
Copyright © 2010 Ryan P. Murphy
Copyright © 2010 Ryan P. Murphy
 MA for an inclined plane is the length of
the slope divided by the height (Rise).
Copyright © 2010 Ryan P. Murphy
 MA for an inclined plane is the length of
the slope divided by the height (Rise).
Copyright © 2010 Ryan P. Murphy
 MA for an inclined plane is the length of
the slope divided by the height (Rise).
Copyright © 2010 Ryan P. Murphy
 MA for an inclined plane is the length of
the slope divided by the height (Rise).
Copyright © 2010 Ryan P. Murphy
100m
500m
FO
FI
 MA for an inclined plane is the length of
the slope divided by the height (Rise).
Copyright © 2010 Ryan P. Murphy
100m
500m100m
500mFO
FI
 MA for an inclined plane is the length of
the slope divided by the height (Rise).
 What’s the MA of this inclined plane?
Copyright © 2010 Ryan P. Murphy
100m
500m100m
500mFO
FI
 MA for an inclined plane is the length of
the slope divided by the height (Rise).
 What’s the MA of this inclined plane? 5
Copyright © 2010 Ryan P. Murphy
100m
500mMA = 5
100m
500mFO
FI
• Inclined plane is a wedge
• Activity Simulator: Inclined Plane
• http://phet.colorado.edu/en/simulation/the-
ramp
• Simple Machines Available Sheet:
– Inclined Plane
• Set-up of activity.
– The number of textbook will change. The
independent variable.
– The dependent variable is the # of newtons.
– The control is the same weight, surface,
spring scale, etc between the trials.
Learn more at..
http://illuminations.nctm.org/LessonDetail.aspx?id=L278
• Activity! How does an inclined plane make
work easier.
– Use the spring scale and with attached weight to
determine the difference in newtons to overcome friction
in the following.
– Find MA by measuring height and the slope.
• Divide the length of the slope by the height.
• Flat ramp (no textbooks) newtons ______
• Low ramp (3 textbooks) newtons ______
• Medium ramp (6 textbooks) newtons _____
• Steep ramp (9 books) newtons ______
• Weight hanging with no ramp newtons ______
Copyright © 2010 Ryan P. Murphy
Flat ramp (no textbooks) newtons ___.5___
Low ramp (3 textbooks) newtons ___1.0___
Medium ramp (6 textbooks) newtons ___1.5___
Steep ramp (9 textbooks) newtons ___2.0___
Weight with no ramp newtons ___2.5___
Copyright © 2010 Ryan P. Murphy
• Questions / Follow up to Inclined Plane.
– Using data (Netwons) in your response, How did the
various inclined planes effect the amount of work
needed to get your journal up the ramp.
– Use a meter stick to find the Mechanical Advantage of
the inclined plane with 3 textbooks vs. 9 textbooks.
You need to measure the height and the length of the
ramp.
Copyright © 2010 Ryan P. Murphy
• Questions / Follow up to Inclined Plane.
– Using data (newtons) in your response, How did the
various inclined planes effect the amount of work
needed to get your weight up the ramp?
– Use a meter stick to find the Mechanical Advantage of
the inclined plane with 3 textbooks vs. 9 textbooks.
You need to measure the height and the length of the
ramp.
Copyright © 2010 Ryan P. Murphy
• Questions / Follow up to Inclined Plane.
– Using data (newtons) in your response, How did the
various inclined planes effect the amount of work
needed to get your weight up the ramp?
– Use a meter stick to find the Mechanical Advantage of
the inclined plane with 3 textbooks vs. 9 textbooks.
You need to measure the height and the length of the
ramp.
Copyright © 2010 Ryan P. Murphy
• Determining the MA for an inclined is very
important when building roadways.
– Too steep and some cars and trucks may not
make it.
– Too shallow, and it just takes to long.
Copyright © 2010 Ryan P. Murphy
• Video Link! (Optional) Alpe d’huez
(Inclined Plane) Tour De France
– http://www.youtube.com/watch?v=F94TCxLY
Zew
 Screw: An inclined plane wrapped around a
pole which holds things together or lifts
materials.
Copyright © 2010 Ryan P. Murphy
 Screw: An inclined plane wrapped around a
pole which holds things together or lifts
materials.
Copyright © 2010 Ryan P. Murphy
 Screw: An inclined plane wrapped around a
pole which holds things together or lifts
materials.
Copyright © 2010 Ryan P. Murphy
 The mechanical advantage of a screw can be
found by dividing the circumference of the
screw by the pitch of the screw.
Copyright © 2010 Ryan P. Murphy
• The gentler the pitch (i.e. finer the thread), the
easier it moves, but you have to make a lot of
turns.
– Which of the samples below has the highest MA?
Copyright © 2010 Ryan P. Murphy
• The gentler the pitch (i.e. finer the thread), the
easier it moves, but you have to make a lot of
turns.
– Which of the samples below has the highest MA?
Copyright © 2010 Ryan P. Murphy
• The gentler the pitch (i.e. finer the thread), the
easier it moves, but you have to make a lot of
turns.
– Which of the samples below has the highest MA?
Copyright © 2010 Ryan P. Murphy
 The circumference of a circle is the
distance around the circle. It is the circle's
perimeter. The formula for circumference
is:
 Circumference = times Diameter
 C = π d
 Where π = 3.14
Copyright © 2010 Ryan P. Murphy
 The circumference of a circle is the
distance around the circle. It is the circle's
perimeter. The formula for circumference
is:
 Circumference = times Diameter
 C = π d
 Where π = 3.14
Copyright © 2010 Ryan P. Murphy
 The circumference of a circle is the
distance around the circle. It is the circle's
perimeter. The formula for circumference
is:
 Circumference = times Diameter
 C = π d
 Where π = 3.14
Copyright © 2010 Ryan P. Murphy
 The circumference of a circle is the
distance around the circle. It is the circle's
perimeter. The formula for circumference
is:
 Circumference = times Diameter
 C = π d
 Where π = 3.14
Copyright © 2010 Ryan P. Murphy
 The circumference of a circle is the
distance around the circle. It is the circle's
perimeter. The formula for circumference
is:
 Circumference = times Diameter
 C = π d
 Where π = 3.14
Copyright © 2010 Ryan P. Murphy
 The circumference of a circle is the
distance around the circle. It is the circle's
perimeter. The formula for circumference
is:
 Circumference = times Diameter
 C = π d
 Where π = 3.14
Copyright © 2010 Ryan P. Murphy
 The circumference of a circle is the
distance around the circle. It is the circle's
perimeter. The formula for circumference
is:
 Circumference = times Diameter
 C = π d
 Where π = 3.14
Copyright © 2010 Ryan P. Murphy
• Simple Machines Available Sheet: Screw
• What is the MA of the screw below?
• Divide circumference by the pitch to get MA.
Copyright © 2010 Ryan P. Murphy
• What is the MA of the screw below?
• Divide circumference by the pitch to get MA.
Copyright © 2010 Ryan P. Murphy
.5 cm
2 cm
• What is the MA of the screw below?
• Divide circumference by the pitch to get MA.
Copyright © 2010 Ryan P. Murphy
.5 cm
2 cm
• 2 = 6.28
Copyright © 2010 Ryan P. Murphy
2 cm
.5 cm
• 2 = 6.28
• 6.28 / .5
Copyright © 2010 Ryan P. Murphy
2 cm
.5 cm
• 2 = 6.28
• 6.28 / .5 Mechanical Advantage = 12.56
Copyright © 2010 Ryan P. Murphy
2 cm
.5 cm
• What is the mechanical advantage of this
screw?
Copyright © 2010 Ryan P. Murphy
4 mm
6 mm
• What is the mechanical advantage of this
screw?
Copyright © 2010 Ryan P. Murphy
4 mm
6 mm
• 6 = =
Copyright © 2010 Ryan P. Murphy
4 mm
6 mm
• 6 = = 18.84
Copyright © 2010 Ryan P. Murphy
4 mm
6 mm
• 6 = = 18.84
• 18.84 / 4
Copyright © 2010 Ryan P. Murphy
4 mm
6 mm
• 6 = = 18.84
• 18.84 / 4 Mechanical Advantage = 4.71
Copyright © 2010 Ryan P. Murphy
4 mm
6 mm
• What is the mechanical advantage of this giant
screw? Measure with a meter stick (centimeters)
Copyright © 2010 Ryan P. Murphy
• Archimedes Screw: A screw contained in a
cylinder that when turned can easily raise
water.
• Pascal's Law: If you apply pressure to fluids that
are confined (or can’t flow anywhere), the fluids will
then transmit (or send out) that same pressure in all
directions at the same rate.
Copyright © 2010 Ryan P. Murphy
• Pascal's Law: If you apply pressure to fluids that
are confined (or can’t flow anywhere), the fluids will
then transmit (or send out) that same pressure in all
directions at the same rate.
Copyright © 2010 Ryan P. Murphy
Cool Picture of a Gnome
being squeezed and yelling
something about Pascal in a
different language.
• Pascal's Law: If you apply pressure to fluids that
are confined (or can’t flow anywhere), the fluids will
then transmit (or send out) that same pressure in all
directions at the same rate.
Copyright © 2010 Ryan P. Murphy
• Hydraulics - The branch of applied science that
deals with fluids in motion.
• Hydraulics - The branch of applied science that
deals with fluids in motion.
• Hydraulic system: Force applied at one end
is transmitted to the other using a
incompressible fluid.
• Hydraulic system: Force applied at one end
is transmitted to the other using a
incompressible fluid.
– The fluid is almost always an oil. The force is
almost always multiplied in the process.
How Hydraulics Work. Learn more at…
http://science.howstuffworks.com/transport/engines-
equipment/hydraulic.htm
• Activity – Pascal’s Law and Hydraulics.
• Activity! Making a hydraulic syringe drive.
Copyright © 2010 Ryan P. Murphy
• Activity! Making a hydraulic syringe drive.
– Push syringe to bottom of tube on one side.
Copyright © 2010 Ryan P. Murphy
• Activity! Making a hydraulic syringe drive.
– Push syringe to bottom of tube on one side.
– Dip end of syringe in water and pull to fill
tube.
Copyright © 2010 Ryan P. Murphy
• Activity! Making a hydraulic syringe drive.
– Push syringe to bottom of tube on one side.
– Dip end of syringe in water and pull to fill
tube.
– Attach hose to one side.
Copyright © 2010 Ryan P. Murphy
• Activity! Making a hydraulic syringe drive.
– Push syringe to bottom of tube on one side.
– Dip end of syringe in water and pull to fill
tube.
– Attach hose to one side.
– Depress syringe until water comes out of
tube.
Copyright © 2010 Ryan P. Murphy
• Activity! Making a hydraulic syringe drive.
– Push syringe to bottom of tube on one side.
– Dip end of syringe in water and pull to fill
tube.
– Attach hose to one side.
– Depress syringe until water comes out of
tube.
– Attach other syringe that is depressed fully.
Copyright © 2010 Ryan P. Murphy
• Activity! Making a hydraulic syringe drive.
– Push syringe to bottom of tube on one side.
– Dip end of syringe in water and pull to fill
tube.
– Attach hose to one side.
– Depress syringe until water comes out of
tube.
– Attach other syringe that is depressed fully.
– Push one side down at a time.
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
– How is Pascal’s Law related to the hydraulic drive you
just built?
– Would it work better with oil, or with creamy peanut
butter? Explain your answer using viscosity.
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
– How is Pascal’s Law related to the hydraulic drive you
just built?
– Would it work better with oil, or with creamy peanut
butter? Explain your answer using viscosity.
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
– How is Pascal’s Law related to the hydraulic drive you
just built?
– Would it work better with oil, or with creamy peanut
butter? Explain your answer using viscosity.
Copyright © 2010 Ryan P. Murphy
Viscosity: Resistance of liquid to flow.
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
– How is Pascal’s Law related to the hydraulic drive you
just built?
– Would it work better with oil, or with creamy peanut
butter? Explain your answer using viscosity.
Copyright © 2010 Ryan P. Murphy
Viscosity: Resistance of liquid to flow.
-High Viscosity = Difficult to flow.
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
– How is Pascal’s Law related to the hydraulic drive you
just built?
– Would it work better with oil, or with creamy peanut
butter? Explain your answer using viscosity.
Copyright © 2010 Ryan P. Murphy
Viscosity: Resistance of liquid to flow.
-High Viscosity = Difficult to flow.
-Low Viscosity = Easy to flow.
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
– How is Pascal’s Law related to the hydraulic drive you
just built?
– Would it work better with oil, or with creamy peanut
butter? Explain your answer using viscosity.
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– Draw / Sketch the hydraulic drive you created.
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– How is Pascal’s Law related to the hydraulic drive you
just built?
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– How is Pascal’s Law related to the hydraulic drive you
just built?
– Answer: When the syringe is depressed, the fluid is
sent out (transmitted) equally in all directions and flows
through the tube to the syringe on the other side.
Copyright © 2010 Ryan P. Murphy
• Questions to making a hydraulic syringe drive.
– Would it work better with oil, or with creamy peanut
butter? Explain your answer using viscosity.
– It would work better with oil because it has a lower
viscosity (resistance to flow)
Copyright © 2010 Ryan P. Murphy
• Activity! Roving simple machine finding.
– Go stand by a simple machine.
– I will go around the room and point to you,
say the simple machine and point.
– Scope out a new machine and when
everyone is done you have a few seconds to
find a new one that hasn’t been used.
– Last person standing with a simple machine
to point out wins.
Copyright © 2010 Ryan P. Murphy
• Activity! Roving simple machine finding.
– Go stand by a simple machine.
– I will go around the room and point to you,
say the simple machine and point.
– Scope out a new machine and when
everyone is done you have a few seconds to
find a new one that hasn’t been used.
– Last person standing with a simple machine
to point out wins.
Copyright © 2010 Ryan P. Murphy
• Activity! Roving simple machine finding.
– Go stand by a simple machine.
– I will go around the room and point to you, say
the simple machine and point.
– Scope out a new machine and when
everyone is done you have a few seconds to
find a new one that hasn’t been used.
– Last person standing with a simple machine
to point out wins.
Copyright © 2010 Ryan P. Murphy
• Activity! Roving simple machine finding.
– Go stand by a simple machine.
– I will go around the room and point to you, say
the simple machine and point.
– Scope out a new machine and when
everyone is done you have a few seconds to
find a new one that hasn’t been used.
– Last person standing with a simple machine
to point out wins.
Copyright © 2010 Ryan P. Murphy
• Activity! Roving simple machine finding.
– Go stand by a simple machine.
– I will go around the room and point to you, say
the simple machine and point.
– Scope out a new machine and when
everyone is done you have a few seconds to
find a new one that hasn’t been used.
– Last person standing with a simple machine
to point out wins.
Copyright © 2010 Ryan P. Murphy
• Activity! Going to the gym with our journals to
investigate a compound machine in action.
– What simple machines are used?
– How do they work together to make work easier?
Copyright © 2010 Ryan P. Murphy
• Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Quiz Wiz! 1-10 Name the Simple Machine
Wheel and axle
• Review – Name a few machines seen in
this animation.
• Quiz Wiz 1-10 Name the simple machine.
• Bonus – What simple machine do I represent.
• Answers to the Quiz
• Bonus – What simple machine do I represent.
• Simple Machine – Wheel and Axle for Axl Rose.
 Compound machines: Two or more simple
machines working together.
Copyright © 2010 Ryan P. Murphy
 Compound machines: Two or more simple
machines working together.
Copyright © 2010 Ryan P. Murphy
Lever
 Compound machines: Two or more simple
machines working together.
Copyright © 2010 Ryan P. Murphy
Lever
Wedge
Simple Machines: Learn more at..
http://www.cosi.org/downloads/activities/
simplemachines/sm1.html
• What two simple machines make this
pizza cutter and compound machine?
• Wheel and axle and the wedge.
• What two simple machines make up this
very simple can opener?
Copyright © 2010 Ryan P. Murphy
• Answer: Wedge and Lever
Copyright © 2010 Ryan P. Murphy
• What simple machines make this can
opener a compound machine?
• Wheel and Axle,
• Wheel and Axle, Lever,
• Wheel and Axle, Lever, Wedge
• Activity! Using a Dolly to move a person
down the hall.
– What two simple machines are being used?
• Answer: Wheel and Axle / Lever
• Answer: Wheel and Axle / Lever
– What class lever would it be?
• Answer: Wheel and Axle / Lever
– What class lever would it be?
Load
Fulcrum
Effort
• Answer: Wheel and Axle / Lever
– What class lever would it be?
– Answer: Third Class Lever
Load
Fulcrum
Effort
• Video Link! OK GO Rube Goldberg Machine
– http://www.youtube.com/watch?v=qybUFnY7Y8
w HD
– Teacher Tube:
http://www.teachertube.com/viewVideo.php?vide
o_id=196729
• Additional Rube Goldberg Machines from
Japan.
– http://www.youtube.com/watch?v=VI47chBIgOU
• Activity! Crazy Machine (Optional)
– Your table group must use a ball bearing
(Start) to pop a balloon (Finish) using an
example of every simple machine.
– I will provide some materials, but you will
also need to bring in some useful materials.
• Build part of it at home.
– Your crazy machine must be confined to a
lab table.
– One period to plan, one period to build and
implement.
Copyright © 2010 Ryan P. Murphy
• Activity! Crazy Machine (Optional)
– Your table group must use a ball bearing
(Start) to pop a balloon (Finish) using an
example of every simple machine.
– I will provide some materials, but you will also
need to bring in some useful materials.
• Build part of it at home.
– Your crazy machine must be confined to a lab
table.
– One period to plan, one period to build and
implement.
Copyright © 2010 Ryan P. Murphy
• Activity! Crazy Machine (Optional)
– Your table group must use a ball bearing
(Start) to pop a balloon (Finish) using an
example of every simple machine.
– I will provide some materials, but you will also
need to bring in some useful materials.
• Build part of it at home.
– Your crazy machine must be confined to a lab
table.
– One period to plan, one period to build and
implement.
Copyright © 2010 Ryan P. Murphy
• Activity! Crazy Machine (Optional)
– Your table group must use a ball bearing
(Start) to pop a balloon (Finish) using an
example of every simple machine.
– I will provide some materials, but you will also
need to bring in some useful materials.
• Build part of it at home.
– Your crazy machine must be confined to a lab
table.
– One period to plan, one period to build and
implement.
Copyright © 2010 Ryan P. Murphy
• Activity! Crazy Machine (Optional)
– Your table group must use a ball bearing
(Start) to pop a balloon (Finish) using an
example of every simple machine.
– I will provide some materials, but you will also
need to bring in some useful materials.
• Build part of it at home.
– Your crazy machine must be confined to a lab
table.
– One period to plan, one period to build and
implement.
Copyright © 2010 Ryan P. Murphy
• Activity! Crazy Machine (Optional)
– Your table group must use a ball bearing
(Start) to pop a balloon (Finish) using an
example of every simple machine.
– I will provide some materials, but you will also
need to bring in some useful materials.
• Build part of it at home.
– Your crazy machine must be confined to a lab
table.
– One period to plan, one period to build and
implement.
Copyright © 2010 Ryan P. Murphy
• Table groups need to create a blue-print in
journal.
• Class materials include the following.
– Balloon
– Pulleys and string, rulers / levers
– Ball Bearing
– Long inclined plane
– Hot-wheels cars
– Hot-wheels track
– Elastics (to be used in class only)
– And much more from the junk box.
Copyright © 2010 Ryan P. Murphy
• Be the first to guess the hidden pictures
beneath the boxes.
– Raise your hand when you think you know.
You only get one guess.
Copyright © 2010 Ryan P. Murphy
• Try Again! Be the first to guess the hidden
pictures beneath the boxes.
– Raise your hand when you think you know.
You only get one guess.
Copyright © 2010 Ryan P. Murphy
• Try Again! Be the first to guess the hidden
pictures beneath the boxes.
– Raise your hand when you think you know.
You only get one guess.
Copyright © 2010 Ryan P. Murphy
• Good grade = Goes far
• Poor grade = Doesn’t go far
• Cool and colorful but doesn’t go far = Poor
grade!
• Mouster Truck Presentations.
– Students should place mousetrap car by their
poster board.
– Teacher will count you off, 1, 2, 1, 2, etc
– 1’s will present their poster board to the 2’s and
teacher.. Please try and visit as many as you
can.
– 2’s will then present to the 1’s and teacher.
Please visit as many as you can.
– Get your car ready as the trials will start soon.
– Any Predictions. Scoring chart on next page…
Grade A+ A A- B+ B B- C D X
Distance
Meters
10+ 5+ 4.5 4.0 3.5 3.0 2.0 1.0 0
Possible Grading: Based solely on distance.
• Your homework bundle is due shortly.
Copyright © 2010 Ryan P. Murphy
• You can now add text to the white space
and neatly color the pictures to these parts.
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
Discuss the bungee
jumping egg
experience
• Activity! Answer with your feet.
A B
Teacher needs to label the
corners of the room.
C D
A B
Please walk safely and take some wrong
turns before traveling to the corner with
the correct answer.
C D
A B
All energy is…
A.) Kinetic or Potential.
B.) At a state of rest.
C.) Subjected to gravity.
D.) Work = Mass x Distance
C D
A B
All energy is…
A.) Kinetic or Potential.
B.) At a state of rest.
C.) Subjected to gravity.
D.) Work = Mass x Distance
C D
A B
Kinetic Energy is the energy an object
has because of it’s…
A.) Mass and Motion.
B.) Time and Space.
C.) Friction Level
D.) Affects on gravity.
C D
A B
Kinetic Energy is the energy an object
has because of it’s…
A.) Mass and Motion.
B.) Time and Space.
C.) Friction Level
D.) Affects on gravity.
C D
A B
This is a stiff bar that rests on a support
called a fulcrum which lifts or moves
loads.
A.) Wedge
B.) Inclined plane
C.) Lever
D.) Screw
C D
A B
This is a stiff bar that rests on a support
called a fulcrum which lifts or moves
loads.
A.) Wedge
B.) Inclined plane
C.) Lever
D.) Screw
C D
A B
This is the straight line from a circles
center to its perimeter.
A.) Diameter
B.) Distance
C.) Radius
D.) Mechanical Advantage
C D
A B
This is the straight line from a circles
center to its perimeter.
A.) Diameter
B.) Distance
C.) Radius
D.) Mechanical Advantage
C D
A B
This is the name for an object with at
least one slanting side ending in a
sharp edge, which cuts material apart.
A.) Pulley
B.) Wedge
C.) Second Class Lever
D.) Third Class Lever
C D
A B
This is the name for an object with at
least one slanting side ending in a
sharp edge, which cuts material apart.
A.) Pulley
B.) Wedge
C.) Second Class Lever
D.) Third Class Lever
C D
A B
This is the name for a slanting surface
connecting a lower level to a higher
level.
A.) Block and Tackle
B.) Wedge
C.) Inclined Plane
D.) First Class Lever
C D
A B
This is the name for a slanting surface
connecting a lower level to a higher
level.
A.) Block and Tackle
B.) Wedge
C.) Inclined Plane
D.) First Class Lever
C D
A B
• Machines do all of the following except…
A.) Transfer force from one place to another.
B.) Change direction of a force.
C.) Does not require energy to create a
force.
D.) Increase the distance or speed of a
force.
C D
A B
• Machines do all of the following except…
A.) Transfer force from one place to another.
B.) Change direction of a force.
C.) Does not require energy to create a
force.
D.) Increase the distance or speed of a
force.
C D
A B
What is the MA of this inclined plane?
A.) 2
B.) 4
C.) 8
D.) 32
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint
Simple Machines PowerPoint

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Simple Machines PowerPoint

  • 1. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 6 Meters 3 meters Effort Arm (6 meters) / Resistance Arm (3 Meters) = MA 2
  • 2.
  • 3. • RED SLIDE: These are notes that are very important and should be recorded in your science journal. Copyright © 2010 Ryan P. Murphy
  • 4. -Nice neat notes that are legible and use indentations when appropriate. -Example of indent. -Skip a line between topics -Make visuals clear and well drawn. Please label. Effort Arm Resistance Arm
  • 5. • RED SLIDE: These are notes that are very important and should be recorded in your science journal. • BLACK SLIDE: Pay attention, follow directions, complete projects as described and answer required questions neatly. Copyright © 2010 Ryan P. Murphy
  • 6.
  • 8.  Machine: Anything that helps you do work.
  • 9.  Machine: Anything that helps you do work.  Work = Force x Distance
  • 10. • Which of the following is not something machines do. – B.) Machines can change the direction of the force you put in. ( ex. A Car jack) – C.) Machines create energy in order to complete a force. (ex. reactor) – D.) Machines can increase the speed of the force. (ex. Bicycle)
  • 11. • Which of the following is not something machines do. – A.) Machines can make the force you put into a machine greater. (ex. Pliers) – B.) Machines can change the direction of the force you put in. ( ex. A Car jack) – C.) Machines create energy in order to complete a force. (ex. reactor) – D.) Machines can increase the speed of the force. (ex. Bicycle)
  • 12. • Which of the following is not something machines do. – A.) Machines can make the force you put into a machine greater. (ex. Pliers) – B.) Machines can change the direction of the force you put in. ( ex. A Car jack) – C.) Machines create energy in order to complete a force. (ex. reactor) – D.) Machines can increase the speed of the force. (ex. Bicycle)
  • 13. • Which of the following is not something machines do. – A.) Machines can make the force you put into a machine greater. (ex. Pliers) – B.) Machines can change the direction of the force you put in. ( ex. A Car jack) – C.) Machines create energy in order to complete a force. (ex. reactor) – D.) Machines can increase the speed of the force. (ex. Bicycle)
  • 14. • Which of the following is not something machines do. – A.) Machines can make the force you put into a machine greater. (ex. Pliers) – B.) Machines can change the direction of the force you put in. ( ex. A Car jack) – C.) Machines create energy in order to complete a force. (ex. reactor) – D.) Machines can increase the speed of the force. (ex. Bicycle)
  • 15. • Which of the following is not something machines do. – A.) Machines can make the force you put into a machine greater. (ex. Pliers) – B.) Machines can change the direction of the force you put in. ( ex. A Car jack) – C.) Machines create energy in order to complete a force. (ex. reactor) – D.) Machines can increase the speed of the force. (ex. Bicycle)
  • 16. • Which of the following is not something machines do. – A.) Machines can make the force you put into a machine greater. (ex. Pliers) – B.) Machines can change the direction of the force you put in. ( ex. A Car jack) – C.) Machines create energy in order to complete a force. (ex. reactor) – D.) Machines can increase the speed of the force. (ex. Bicycle)
  • 17. • Match the correct work of machines to the picture. – A.) Machines can increase the speed of the force. – B.) Machines can make the force you put into a machine greater. – C.) Machines can change the direction of the force you put in.
  • 18. • Match the correct work of machines to the picture. – A.) Machines can increase the speed of the force. – B.) Machines can make the force you put into a machine greater. – C.) Machines can change the direction of the force you put in.
  • 19. • Match the correct work of machines to the picture. – A.) Machines can increase the speed of the force. – B.) Machines can make the force you put into a machine greater. – C.) Machines can change the direction of the force you put in.
  • 20. • Match the correct work of machines to the picture. – A.) Machines can increase the speed of the force. – B.) Machines can make the force you put into a machine greater. – C.) Machines can change the direction of the force you put in.
  • 21. • Match the correct work of machines to the picture. – A.) Machines can increase the speed of the force. – B.) Machines can make the force you put into a machine greater. – C.) Machines can change the direction of the force you put in.
  • 22. • Match the correct work of machines to the picture. – A.) Machines can increase the speed of the force. – B.) Machines can make the force you put into a machine greater. – C.) Machines can change the direction of the force you put in.
  • 23. • Match the correct work of machines to the picture. – A.) Machines can increase the speed of the force. – B.) Machines can make the force you put into a machine greater. – C.) Machines can change the direction of the force you put in.
  • 24. • Law Conservation of energy: energy cannot be created or destroyed.
  • 25. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 26. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 27. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 28. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 29. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 30. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 31. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 32. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 33. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 34. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 35. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 36. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 37. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 38. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 39. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 40. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 41. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 42.  Efficiency: A measure of how much more work must be put into a machine than you get out of the machine.
  • 43.  Efficiency: A measure of how much more work must be put into a machine than you get out of the machine.  The efficiency of a machine will always be less than 100%.
  • 44. • Efficiency: A measure of how much more work must be put into a machine than you get out of the machine. – The efficiency of a machine will always be less than 100%. – If there was no friction, the best you could hope for is an efficiency of 100% meaning work in = work out.
  • 45. • Efficiency: A measure of how much more work must be put into a machine than you get out of the machine. – The efficiency of a machine will always be less than 100%. – If there was no friction, the best you could hope for is an efficiency of 100% meaning work in = work out.
  • 46. • Efficiency: A measure of how much more work must be put into a machine than you get out of the machine. – The efficiency of a machine will always be less than 100%. – If there was no friction, the best you could hope for is an efficiency of 100% meaning work in = work out.
  • 47.
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  • 49.
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  • 51.
  • 52.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 53.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 54.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 55.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 56.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 57.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 58.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 59.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 60.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 61.  Force is measured in a unit called the Newton. Copyright © 2010 Ryan P. Murphy
  • 62.  One Newton is the amount of force required to give a 1 kg mass an acceleration of 1 m/s/s. Copyright © 2010 Ryan P. Murphy
  • 63.  One Newton is the amount of force required to give a 1 kg mass an acceleration of 1 m/s/s. Copyright © 2010 Ryan P. Murphy
  • 64.  One Newton is the amount of force required to give a 1 kg mass an acceleration of 1 m/s/s. Copyright © 2010 Ryan P. Murphy Learn more: Force. http://www.physicsclassroom.com/class/newt laws/u2l2a.cfm
  • 65. • One Newton is the amount of force required to give a 1 kg mass an acceleration of 1 m/s/s. Copyright © 2010 Ryan P. Murphy
  • 66. • One Newton is the amount of force required to give a 1 kg mass an acceleration of 1 m/s/s. Copyright © 2010 Ryan P. Murphy
  • 67.  Mass: Amount of matter in an object. Copyright © 2010 Ryan P. Murphy
  • 68. Copyright © 2010 Ryan P. Murphy
  • 69. “I’m weightless but I still have mass.” Copyright © 2010 Ryan P. Murphy
  • 70.  New Area of focus: Simple Machines. Copyright © 2010 Ryan P. Murphy
  • 71.
  • 72. • Activity: Ancient use of Simple Machines. – Use PVC piping to move an upside down lab table and some people sitting on it down the hall. Copyright © 2010 Ryan P. Murphy
  • 73. • Set-up of challenge. – Move pipes from the rear to the front before the table moves. – How efficient can your group work?
  • 74. • Please reflect upon the activity. – What type of machine was used? – Did it help? Copyright © 2010 Ryan P. Murphy
  • 75.  Mechanical advantage (MA): The number of times a machine multiplies your effort force. Copyright © 2010 Ryan P. Murphy
  • 76.  To find MA  Divide resistance force (usually weight in g) by the effort force (Newtons) Copyright © 2010 Ryan P. Murphy
  • 77.  To find MA  Divide resistance force (usually weight in g) by the effort force (Newton) Copyright © 2010 Ryan P. Murphy
  • 78.  To find MA  Divide resistance force (usually weight in g) by the effort force (Newton) Copyright © 2010 Ryan P. Murphy
  • 79.  To find MA  Divide resistance force (usually weight in g) by the effort force (Newton) Copyright © 2010 Ryan P. Murphy
  • 80.  To find MA  Divide resistance force (usually weight in g) by the effort force (Newton) Copyright © 2010 Ryan P. Murphy
  • 81.  To find MA  Divide resistance force (usually weight in g) by the effort force (Newton) Copyright © 2010 Ryan P. Murphy FO = MA
  • 82.  To find MA  Divide resistance force (usually weight in g) by the effort force (Newton) Copyright © 2010 Ryan P. Murphy FO FI = MA
  • 83. • Find the MA of the following. • The work input was 2, and the output was 18.
  • 84. • Find the MA of the following. • The work input was 2, and the output was 18.
  • 85. • Find the MA of the following. • The work input was 2, and the output was 18. FI FO
  • 86. • Find the MA of the following. • The work input was 2, and the output was 18. FI FO
  • 87. • Find the MA of the following. • The work input was 2, and the output was 18. FI FO
  • 88. • Find the MA of the following. • The work input was 2, and the output was 18. FI FO 2 18
  • 89. • Find the MA of the following. • The work input was 2, and the output was 18. FI FO 2 18 = 9 MA
  • 90. • Find the MA of the following. • The work input was 2, and the output was 18. FI FO 2 18 = 9 MA Mechanical Advantage: Learn More at… http://www.wisc- online.com/objects/ViewObject.aspx?ID=ENG20504
  • 91.
  • 96. 12 N 6 NFO FI 6N 12N
  • 97. 12 N 6 NFO FI 6N 12N = 12 MA
  • 98.
  • 102. 40 N 20 N FO FI 20N 40N
  • 103. 40 N 20 N FO FI 20N 40N = 2 MA
  • 104. 40 N 20 N FO FI 20N 40N = 2 MA
  • 105.
  • 108. 90 N 45 N FO FI 45N 90N
  • 109. 90 N 45 N FO FI 45N 90N = 2 MA
  • 110. • Law Conservation of Energy
  • 111. • Law Conservation of Energy – Energy cannot be created or destroyed.
  • 112. • Law Conservation of Energy – Energy cannot be created or destroyed. – Energy can be transferred.
  • 113. • Law Conservation of Energy – Energy cannot be created or destroyed. – Energy can be transferred.
  • 114. • Law Conservation of Energy – Energy cannot be created or destroyed. – Energy can be transferred.
  • 115. • Video Links! Mechanical Advantage, Khan Academy, Optional (Advanced) (I,II,III) – http://www.khanacademy.org/science/physics/m echanics/v/introduction-to-mechanical-advantage (Part 1) – http://www.khanacademy.org/science/physics/m echanics/v/mechanical-advantage--part-2 (2) – http://www.khanacademy.org/science/physics/m echanics/v/mechanical-advantage--part-3 (3)
  • 116.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 117.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 118.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 119.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 120.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 121.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 122.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 123.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 124.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 125.  Simple machines: Types of machines that do work with one movement. Copyright © 2010 Ryan P. Murphy
  • 126. • Simple Machines Available Sheet: Pulleys
  • 127.  Pulley  Uses grooved wheels and a rope to raise, lower or move a load. Copyright © 2010 Ryan P. Murphy
  • 128.  Pulley  Uses grooved wheels and a rope to raise, lower or move a load. Copyright © 2010 Ryan P. Murphy
  • 129.  A pulley makes work seem easier Copyright © 2010 Ryan P. Murphy
  • 130.  A pulley makes work seem easier Copyright © 2010 Ryan P. Murphy
  • 131.  A pulley makes work seem easier  Changes the direction of motion to work with gravity. Copyright © 2010 Ryan P. Murphy
  • 132.  A pulley makes work seem easier  Changes the direction of motion to work with gravity. Instead of lifting up, you can pull down. Copyright © 2010 Ryan P. Murphy
  • 133.  A pulley makes work seem easier  Changes the direction of motion to work with gravity. Instead of lifting up, you can pull down.  Uses your body weight against the resistance. Copyright © 2010 Ryan P. Murphy
  • 134.  The more pulleys that are used, the more the MA (Mechanical Advantage). Copyright © 2010 Ryan P. Murphy
  • 135.  The more pulleys that are used, the more the MA (Mechanical Advantage). Copyright © 2010 Ryan P. Murphy
  • 136.  MA = The number of ropes that support the pulley. The end of the rope doesn’t count.  What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy
  • 137. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy
  • 138. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. MA =2 – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy
  • 139. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. MA =2 – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy
  • 140. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. MA =2 – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy FI =
  • 141. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. MA =2 – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy FO FI
  • 142. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. MA =2 – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy FO FI FI FO
  • 143. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. MA =2 – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy FO FI FI FO 100 kg 50 kg
  • 144. • MA = The number of ropes that support the pulley. The end of the rope doesn’t count. MA =2 – What is the MA of this pulley system below? Copyright © 2010 Ryan P. Murphy FO FI FI FO 100 kg 50 kg = 2 MA
  • 145. • What is the MA of this pulley system? MA=2 Copyright © 2010 Ryan P. Murphy
  • 146. • Answer, the MA is 4. Copyright © 2010 Ryan P. Murphy
  • 147. • Answer, the MA is 4. Copyright © 2010 Ryan P. Murphy
  • 148. • Answer, the MA is 4. Copyright © 2010 Ryan P. Murphy FI FO
  • 149. • Answer, the MA is 4. Copyright © 2010 Ryan P. Murphy FI FO FI FO
  • 150. • Answer, the MA is 4. Copyright © 2010 Ryan P. Murphy FI FO FI FO
  • 151. • Answer, the MA is 4. Copyright © 2010 Ryan P. Murphy FI FO FI FO 100 25
  • 152. • Answer, the MA is 4. Copyright © 2010 Ryan P. Murphy FI FO FI FO 100 25 = 4 MA
  • 153. • What is the MA?
  • 154. • What is the MA?
  • 155. • What is the MA?
  • 156. • What is the MA?
  • 157. • What is the MA?
  • 158. • What is the MA?
  • 159. • What is the MA?
  • 160. • What is the MA?
  • 161. • What is the MA?
  • 162. • Pulley Simulator: (Optional) – http://www.compassproject.net/sims/pulley.html
  • 163.  Three types of pulleys  -  -  - Copyright © 2010 Ryan P. Murphy
  • 164.  Fixed pulley  No MA Copyright © 2010 Ryan P. Murphy
  • 165.  Fixed pulley  No MA Copyright © 2010 Ryan P. Murphy
  • 166.  Movable Pulley (MA of 2) Copyright © 2010 Ryan P. Murphy
  • 167.  Movable Pulley (MA of 2) Copyright © 2010 Ryan P. Murphy
  • 168.  Combined Pulley / Block and tackle Copyright © 2010 Ryan P. Murphy
  • 169. • Rock climbing uses pulleys. Copyright © 2010 Ryan P. Murphy
  • 170. • Rock climbing uses pulleys. Copyright © 2010 Ryan P. Murphy
  • 171. • Rock climbing uses pulleys. Copyright © 2010 Ryan P. Murphy
  • 172. • Sailing uses pulleys to ease difficult jobs. Copyright © 2010 Ryan P. Murphy
  • 173.
  • 175.
  • 176.
  • 177. • The chain on your bicycle is a pulley.
  • 178.
  • 179.
  • 180. • Quiz Wiz 1-10 Fixed Pulley, Moveable Pulley, Block and Tackle/Combined Pulley Copyright © 2010 Ryan P. Murphy
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  • 191. • * Bonus: Name this family that used simple machines to create a tree house?
  • 192. • Answers! Quiz Wiz 1-10 Fixed Pulley, Moveable Pulley, Block and Tackle/Combined Pulley Copyright © 2010 Ryan P. Murphy
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  • 252.
  • 253. • * Bonus: Name this family that used simple machines to create a tree house?
  • 254. • * Bonus: Name this family that used simple machines to create a tree house?
  • 255. • Activity! Using the three types of Pulleys Copyright © 2010 Ryan P. Murphy
  • 256. • Activity! Using the three types of Pulleys Copyright © 2010 Ryan P. Murphy I wonder what the MA of this pulley system is?
  • 257. • Activity! Using the three types of Pulleys Copyright © 2010 Ryan P. Murphy I wonder what the MA of this pulley system is?
  • 258. • Activity! Using the three types of Pulleys Copyright © 2010 Ryan P. Murphy I wonder what the MA of this pulley system is?
  • 264. • Simple Machines Available Sheet.
  • 265. Please create this spreadsheet in your journal. Weight (g) newtons No Pulley ____ grams Fixed Pulley ____ grams Combined Pulley 2 ____ grams Combined Pulley 4 ____ grams Copyright © 2010 Ryan P. Murphy
  • 266. • Please use the materials to do the following. –Measure the newtons required with a Spring Scale to lift the ____ grams of weight with the different pulleys described in the spreadsheet. Copyright © 2010 Ryan P. Murphy
  • 267. • Please use the materials to do the following. –Measure the newtons required with a Spring Scale to lift the ____ grams of weight with the different pulleys described in the spreadsheet. Copyright © 2010 Ryan P. Murphy Remember to zero your spring scale!
  • 268. • Please use the materials to do the following. – Record the newtons required with a Spring Scale to lift the ____ grams of weight with a fixed pulley.
  • 269. • Fixed Pulley System Construction
  • 270. • Fixed Pulley System Construction
  • 271. • Fixed Pulley System Construction
  • 272. • Fixed Pulley System Construction
  • 273. • Fixed Pulley System Construction
  • 274. • Fixed Pulley System Construction
  • 275. • Fixed Pulley System Construction
  • 276. • Please use the materials to do the following. –Record the newtons with a combined pulley to lift the weight? Spring Scale Copyright © 2010 Ryan P. Murphy
  • 277. • Two Pulley System Construction
  • 278. • Two Pulley System Construction
  • 279. • Two Pulley System Construction
  • 280. • Two Pulley System Construction
  • 281. • Two Pulley System Construction
  • 282. • Two Pulley System Construction
  • 283. • Two Pulley System Construction
  • 284. • Two Pulley System Construction
  • 285. • Please use the materials to do the following. – Record newtons with a combined pulley (4) to lift the ____ grams of weight?
  • 286. • 4 Pulley System Construction
  • 287. • 4 Pulley System Construction
  • 288. • 4 Pulley System Construction Two wheels / Pulley
  • 289. • 4 Pulley System Construction Two wheels / Pulley
  • 290. • 4 Pulley System Construction
  • 291. • 4 Pulley System Construction
  • 292. • If you don’t have double pulleys, you can still use 4 single pulley’s like so. Copyright © 2010 Ryan P. Murphy
  • 293. • Create a moveable pulley to lower the ___ gram weight into the bucket without touching it. Copyright © 2010 Ryan P. Murphy
  • 294. • Questions? – What was the advantage in newtons to use a fixed pulley rather than no pulley at all? – What was the advantage in Newtons to use a combined pulley over a fixed pulley? – What was the advantage in Newtons to use a combined pulley (4) over a combined pulley (2)? – Did a moveable pulley allow you to move the load with minimal effort? Copyright © 2010 Ryan P. Murphy
  • 295. • Questions? – What was the advantage in newtons to use a fixed pulley rather than no pulley at all? – What was the advantage in newtons to use a combined pulley over a fixed pulley? – What was the advantage in Newtons to use a combined pulley (4) over a combined pulley (2)? – Did a moveable pulley allow you to move the load with minimal effort? Copyright © 2010 Ryan P. Murphy
  • 296. • Questions? – What was the advantage in newtons to use a fixed pulley rather than no pulley at all? – What was the advantage in newtons to use a combined pulley over a fixed pulley? – What was the advantage in newtons to use a combined pulley (4) over a combined pulley (2)? – Did a moveable pulley allow you to move the load with minimal effort? Copyright © 2010 Ryan P. Murphy
  • 297. • Questions? – What was the advantage in newtons to use a fixed pulley rather than no pulley at all? – What was the advantage in newtons to use a combined pulley over a fixed pulley? – What was the advantage in newtons to use a combined pulley (4) over a combined pulley (2)? – Did a moveable pulley allow you to move the load with minimal effort? Copyright © 2010 Ryan P. Murphy
  • 298. Weight (g) Newton No Pulley ___ grams 5 newtons Fixed Pulley ___ grams 5 newtons? Combined Pulley 2 ___ grams 3 newtons? Combined Pulley 4 ___ grams 1 newtons? Copyright © 2010 Ryan P. Murphy
  • 299. • Questions? – What was the advantage in newtons to use a fixed pulley rather than no pulley at all? Copyright © 2010 Ryan P. Murphy
  • 300. • Questions? – What was the advantage in newtons to use a fixed pulley rather than no pulley at all? – There was no Mechanical Advantage (MA) when using the fixed pulley. It was easier because you didn’t have to bend down. Copyright © 2010 Ryan P. Murphy
  • 301.
  • 302. • Questions? – What was the advantage in newtons to use a combined pulley over a fixed pulley? Copyright © 2010 Ryan P. Murphy
  • 303. • Questions? – What was the advantage in newtons to use a combined pulley over a fixed pulley? – The combined pulley required less force (2 newtons) to lift the load. The Mechanical Advantage was 2 newtons. Copyright © 2010 Ryan P. Murphy
  • 304.
  • 305. • Questions? – What was the advantage in newtons to use a combined pulley (4) over a combined pulley (2)? Copyright © 2010 Ryan P. Murphy
  • 306. • Questions? – What was the advantage in newtons to use a combined pulley (4) over a combined pulley (2)? – The (MA) was 4. It only took 1 newton to lift the load compared 3 newtons with the combined 2 pulley, and 5 newtons with no pulley at all. Copyright © 2010 Ryan P. Murphy
  • 307. Pulleys. Learn more at… http://www.swe.org/iac/lp/pulley_03.html
  • 308. • Questions? – Did a moveable pulley allow you to move the load with minimal effort? Copyright © 2010 Ryan P. Murphy
  • 309. • Questions? – Did a moveable pulley allow you to move the load with minimal effort? – The pulley moved along the rope very easily. We were able to move the load easily once it was lifted. The pulley rolled down the rope because of it’s potential energy. • Not very good for lifting. Copyright © 2010 Ryan P. Murphy
  • 310.
  • 311.
  • 312. • Simple Machines Available Sheet: Levers
  • 314.  Lever A stiff bar that rests on a support called a fulcrum which lifts or moves loads.
  • 315.
  • 316.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy
  • 317.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy
  • 318.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy
  • 319.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy Or…
  • 320.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 120 N FI FO 360 N
  • 321.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 120 N FI FO 360 N= FO FI
  • 322.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 120 N FI FO 360 N= FO 360 N FI 120 N
  • 323.  MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 120 N FI FO 360 N=3 MA FO 360 N FI 120 N
  • 324. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 6 Meters 3 meters
  • 325. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 6 Meters 3 meters Effort Arm (6 meters) /
  • 326. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 6 Meters 3 meters Effort Arm (6 meters) / Resistance Arm (3 Meters)
  • 327. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 6 Meters 3 meters Effort Arm (6 meters) / Resistance Arm (3 Meters) = MA 2
  • 328. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 12 meters4 meters
  • 329. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 12 meters4 meters
  • 330. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 12 meters4 meters
  • 331. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 12 meters4 meters 12 meters / 4 meters =
  • 332. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 12 meters4 meters 12 meters / 4 meters = MA 3
  • 333.
  • 334. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy 90 N 30 N
  • 335. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy FO FI 90 N 30 N
  • 336. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy FO FI 90 N 30 N
  • 337. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy FO FI 90 N 30 N
  • 338. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy FO FI 30 N 90 N 90 N 30 N
  • 339. • What is the MA of this lever? – MA = length of effort arm ÷ length of resistance arm. Copyright © 2010 Ryan P. Murphy =3 MA FO FI 30 N 90 N 90 N 30 N
  • 340. • Video Link! Levers and skateboarding. – http://www.youtube.com/watch?v=72ZNEactb-k
  • 341.  The 3 types of levers  -  -  - Copyright © 2010 Ryan P. Murphy
  • 342.  The 3 types of levers  -  -  - Copyright © 2010 Ryan P. Murphy
  • 343.  The 3 types of levers  -  -  - Copyright © 2010 Ryan P. Murphy
  • 344.  The 3 types of levers  -  -  - Copyright © 2010 Ryan P. Murphy
  • 345.  The 3 types of levers  -  -  - Copyright © 2010 Ryan P. Murphy
  • 346. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 347. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 348. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 349. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 350. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 351. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 352. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 353.  First Class Lever Copyright © 2010 Ryan P. Murphy
  • 354.
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  • 375. • The law of equilibrium is: The effort multiplied by its distance from the fulcrum equals the load multiplied by its distance from the fulcrum.
  • 376. • The law of equilibrium is: The effort multiplied by its distance from the fulcrum equals the load multiplied by its distance from the fulcrum. – True or False? – 2 lbs of effort exerted 4 feet from the fulcrum will lift 8 lbs located 1 foot on the other side of fulcrum.
  • 377. • The law of equilibrium is: The effort multiplied by its distance from the fulcrum equals the load multiplied by its distance from the fulcrum. – True or False? – 2 lbs of effort exerted 4 feet from the fulcrum will lift 8 lbs located 1 foot on the other side of fulcrum.
  • 378. • The law of equilibrium is: The effort multiplied by its distance from the fulcrum equals the load multiplied by its distance from the fulcrum. – True or False? – 2 lbs of effort exerted 4 feet from the fulcrum will lift 8 lbs located 1 foot on the other side of fulcrum.
  • 379. • Activity! Sending a stuffed toy flying. – Create a first class lever and send and toy into the air by jumping on the effort arm.
  • 380. • Activity! Sending a stuffed toy flying. – Create a first class lever and send and toy into the air by jumping on the effort arm.
  • 381. • Activity! Sending a stuffed toy flying. – Create a first class lever and send and toy into the air by jumping on the effort arm.
  • 382. • Activity! Sending a stuffed toy flying. – Create a first class lever and send and toy into the air by jumping on the effort arm.
  • 383. • Activity! Sending a stuffed toy flying. – Create a first class lever and send and toy into the air by jumping on the effort arm.
  • 384. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 385. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 386. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 387. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 388. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 389. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 390. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 391. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 392. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 393. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 394. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 395. • Activity! Sending a stuffed toy flying. – Change the fulcrum, Will this change how high the toy will travel.
  • 396. • Simple Machines Available Sheet: Levers
  • 397. • Activity! Levers – Please record the spreadsheet below in your journal. Mechanical Advantage # of newtons to lift lever Just the weight (_____grams) No MA E arm = 25cm R arm = 5cm E arm = 20cm R arm = 10cm E arm = 15cm R arm = 15cm E arm = 10cm R arm = 20cm E arm = 5cm R arm = 25cm Copyright © 2010 Ryan P. Murphy
  • 398. • Please set up your first class lever system as follows. – Use the centimeters on the ruler to set up lever and determine MA. Crayola Marker Ruler Copyright © 2010 Ryan P. Murphy Paperclip taped
  • 399. • Simulated data / Answers Mechanical Advantage # of newtons to lift lever Just the weight (_____ grams) No MA 3 Results will vary due to spring scales E arm = 25cm R arm = 5cm 25/5 = 5 .5 E arm = 20cm R arm = 10cm 20/10 = 2 1 E arm = 15cm R arm = 15cm 15/15 = 1 2 E arm = 10cm R arm = 20cm 10/20 = .5 4 E arm = 5cm R arm = 25cm 5/25 = .2 8 Copyright © 2010 Ryan P. Murphy
  • 400. Mechanical Advantage # of newtons to lift lever Just the weight (_____ grams) No MA 3 Results will vary due to spring scales E arm = 25cm R arm = 5cm 25/5 = 5 .5 E arm = 20cm R arm = 10cm 20/10 = 2 1 E arm = 15cm R arm = 15cm 15/15 = 1 2 E arm = 10cm R arm = 20cm 10/20 = .5 4 E arm = 5cm R arm = 25cm 5/25 = .2 8 Copyright © 2010 Ryan P. Murphy
  • 401. Mechanical Advantage # of newtons to lift lever Just the weight (_____ grams) No MA 3 Results will vary due to spring scales E arm = 25cm R arm = 5cm 25/5 = 5 .5 E arm = 20cm R arm = 10cm 20/10 = 2 1 E arm = 15cm R arm = 15cm 15/15 = 1 2 E arm = 10cm R arm = 20cm 10/20 = .5 4 E arm = 5cm R arm = 25cm 5/25 = .2 8 Copyright © 2010 Ryan P. Murphy Note Mechanical Disadvantage
  • 402. • Simple Machines Available Sheet: Levers
  • 403. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of Newtons? – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of Newtons? – How does changing the fulcrums location effect the lever? Copyright © 2010 Ryan P. Murphy
  • 404. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of newtons? – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of newtons? – How does changing the fulcrums location effect the lever? Copyright © 2010 Ryan P. Murphy
  • 405. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of newtons? – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of newtons? – How does changing the fulcrums location effect the lever? Copyright © 2010 Ryan P. Murphy
  • 406. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of newtons? – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of newtons? – How does changing the fulcrums location effect the lever? Copyright © 2010 Ryan P. Murphy
  • 407. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of newtons? Copyright © 2010 Ryan P. Murphy
  • 408. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of newtons? – Answer: The lever had the highest Mechanical Advantage when it had a long effort arm, and short resistance arm (E=25, R=5) Copyright © 2010 Ryan P. Murphy
  • 409. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of newtons? – Answer: The lever had the highest Mechanical Advantage when it had a long effort arm, and short resistance arm (E=25, R=5) Copyright © 2010 Ryan P. Murphy
  • 410. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (Crayola marker) gave you the best MA or lowest number of newtons? – Answer: The lever had the highest Mechanical Advantage when it had a long effort arm, and short resistance arm (E=25, R=5) Copyright © 2010 Ryan P. Murphy
  • 411. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of newtons? Copyright © 2010 Ryan P. Murphy
  • 412. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of newtons? – Answer: It was most difficult (Least MA) to lift the weight with a short effort arm, and long resistance arm (E=5, R=25) Copyright © 2010 Ryan P. Murphy
  • 413. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of newtons? – Answer: It was most difficult (Least MA) to lift the weight with a short effort arm, and long resistance arm (E=5, R=25) Copyright © 2010 Ryan P. Murphy
  • 414. • Questions / Follow-up (Use data in MA or in newtons) – Which fulcrum position (marker) gave you the least MA or negative MA or highest number of newtons? – Answer: It was most difficult (Least MA) to lift the weight with a short effort arm, and long resistance arm (E=5, R=25) Copyright © 2010 Ryan P. Murphy
  • 415. • Questions / Follow-up (Use data in MA or in newtons) – How does changing the fulcrums location effect the lever? Copyright © 2010 Ryan P. Murphy
  • 416. • Questions / Follow-up (Use data in MA or in newtons) – How does changing the fulcrums location effect the lever? – Answer: Changing the fulcrum can increase or decrease the effort needed to lift the weight. Copyright © 2010 Ryan P. Murphy
  • 417. • Questions / Follow-up (Use data in MA or in newtons) – How does changing the fulcrums location effect the lever? – Answer: Changing the fulcrum can increase or decrease the effort needed to lift the weight. The closer the fulcrum was to the weight the easier it was to lift. Copyright © 2010 Ryan P. Murphy
  • 418. • Questions / Follow-up (Use data in MA or in newtons) – How does changing the fulcrums location effect the lever? – Answer: Changing the fulcrum can increase or decrease the effort needed to lift the weight. The further away the fulcrum, from the weight, the harder it was to lift. Copyright © 2010 Ryan P. Murphy
  • 419.  Second Class Lever Copyright © 2010 Ryan P. Murphy
  • 420. • Activity! Charades, what is the common item acted out. –Hint, It’s a second class lever. Copyright © 2010 Ryan P. Murphy
  • 421. • Activity! Charades, what is the common item acted out. –Hint, It’s a second class lever. Copyright © 2010 Ryan P. Murphy
  • 422. • Answer, A wheel barrel. Copyright © 2010 Ryan P. Murphy
  • 423. • Second Class Lever Copyright © 2010 Ryan P. Murphy
  • 424.
  • 425.
  • 426.
  • 427.
  • 428.
  • 429.
  • 430.
  • 431.
  • 432.
  • 433.
  • 434.
  • 435.
  • 436.
  • 437.
  • 438.
  • 439.
  • 440.
  • 441.
  • 442.
  • 443.
  • 444.
  • 445.
  • 446.
  • 447. • Simple Machines Available Sheet: Levers
  • 448. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 449. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 450. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 451. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 452. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 453. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 454. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 455. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 456. • Please use your materials from the first class lever to construct a second class lever. – Feel the difference when you adjust the load.
  • 457. • Activity! Second Class Lever. – Set-up your own spreadsheet and conduct your own investigation (collecting data) about second class levers.
  • 458. • Activity! Second Class Lever. – Set-up your own spreadsheet and conduct your own investigation (collecting data) about second class levers. Be prepared to report your findings to the class.
  • 459. • Activity! Second Class Lever. – Use the computers to set-up your spreadsheet and graph. Be prepared to report your findings to the class.
  • 460. • Activity! Second Class Lever. – Answers (General): The (MA) increases as the load is moved closer to the fulcrum / resistance arm decreases and effort arm increases. Be prepared to report your findings to the class.
  • 461.  Third Class Lever.  Has Mechanical Disadvantage.  Requires more force to lift the load. Copyright © 2010 Ryan P. Murphy
  • 462.  Third Class Lever.  Has Mechanical Disadvantage.  Requires more force to lift the load. Copyright © 2010 Ryan P. Murphy
  • 463.  Third Class Lever.  Has Mechanical Disadvantage.  Requires more force to lift the load. Copyright © 2010 Ryan P. Murphy
  • 464.
  • 468.
  • 469.
  • 470.
  • 471.
  • 472.
  • 473.
  • 474.
  • 475.
  • 476.
  • 477.
  • 478.
  • 479.
  • 480. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 481. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 482. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 483. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 484. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 485. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 486. • Which is a first, second, and third class lever.? – Please put your finger in the air when the square lights up.
  • 487.
  • 488.
  • 489.
  • 490.
  • 491.
  • 492.
  • 493.
  • 494. • How many levers can you point out?
  • 495. • How many levers can you point out?
  • 496. • How many levers can you point out? Levers: Learn more at… http://www.technologys tudent.com/forcmom/le ver1.htm
  • 497. • Video! (Optional) – 6 minutes. – Cirque du Soleil and the Lever. – What type of lever is being used? – How is the lever used to perform this act. – http://www.youtube.com/watch?v=l9OYEpC3GWI
  • 498.
  • 499.
  • 500.  Wedge: An object with at least one slanting side ending in a sharp edge, which cuts materials apart. Copyright © 2010 Ryan P. Murphy
  • 501.  The mechanical advantage of a wedge can be found by dividing the length of the slope (S) by the thickness (T) of the big end.  What is the MA of the wedge below. Copyright © 2010 Ryan P. Murphy
  • 502.  The mechanical advantage of a wedge can be found by dividing the length of the slope (S) by the thickness (T) of the big end.  What is the MA of the wedge below? 50 cm 10 cm Copyright © 2010 Ryan P. Murphy
  • 503. • Answer! 50/10 = Mechanical Advantage 5 50 cm 10 cm Copyright © 2010 Ryan P. Murphy
  • 504. • What is the MA of this wedge? 20 cm 5 cm
  • 505. • What is the MA of this wedge? 20 cm 5 cm 20/5 =
  • 506. • What is the MA of this wedge? 20 cm 5 cm 20/5 = MA 4
  • 507. • Which wedge below has the greater MA Mechanical Advantage? Copyright © 2010 Ryan P. Murphy
  • 508. • Which wedge below has the greater MA Mechanical Advantage? Copyright © 2010 Ryan P. Murphy
  • 509. • Which wedge below has the greater MA Mechanical Advantage? Copyright © 2010 Ryan P. Murphy
  • 510. • Which wedge below has the greater MA Mechanical Advantage? Copyright © 2010 Ryan P. Murphy
  • 511.
  • 512.
  • 513.
  • 514. • Simple Machines Available Sheet: Levers
  • 515. • Activity! (Optional) Mechanical Advantage of a Wedge. – Please trace the wooden blocks and calculate the Mechanical Advantage of each type of wedge.
  • 516. • Activity! (Optional) Mechanical Advantage of a Wedge. – Please trace the wooden blocks and calculate the Mechanical Advantage of each type of wedge. T S Measure the longest slope on this type of wedge/
  • 517. • Activity! – On the next slide, your table group must find the MA of 4 different wedges in 60 seconds. – To succeed your group must be organized, precise, and methodical.
  • 527. • What is our next simple machine?
  • 528. • What is our next simple machine?
  • 529.
  • 531.  Wheel and Axle: A wheel with a rod, called an axle, through its center lifts or moves a load. Copyright © 2010 Ryan P. Murphy
  • 532.  Wheel and Axle: A wheel with a rod, called an axle, through its center lifts or moves a load. Copyright © 2010 Ryan P. Murphy The larger circles are the wheels.
  • 533.  Wheel and Axle: A wheel with a rod, called an axle, through its center lifts or moves a load. Copyright © 2010 Ryan P. Murphy The larger circles are the wheels. The smaller circles are the axles.
  • 534.
  • 535.
  • 536.
  • 537.
  • 538.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy
  • 539.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy
  • 540.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy
  • 541.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy
  • 542.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy
  • 543.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy
  • 544.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy What is the MA?
  • 545.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy What is the MA? 5/1 =
  • 546.  The mechanical advantage of a wheel and axle is the ratio of the radius of the wheel divided by the radius of the axle. Copyright © 2010 Ryan P. Murphy What is the MA? 5/1 = MA 5
  • 547.  Radius: A straight line from a circles center to its perimeter.
  • 548. • Diameter: The length of a straight line passing through the center of a circle and connecting two points on the circumference.
  • 549. • Diameter: The length of a straight line passing through the center of a circle and connecting two points on the circumference. Diameter
  • 550. • Diameter: The length of a straight line passing through the center of a circle and connecting two points on the circumference. Diameter
  • 551. • What is the MA of this wheel below? r=60 cm r=3 cm Copyright © 2010 Ryan P. Murphy
  • 552. • MA = 20 r=60 cm r=3 cm Copyright © 2010 Ryan P. Murphy
  • 553. 1.25 m .5 m “The MA is not 2.5, it’s 5.5”
  • 554. 1.25 m .5 m “Dude, She’s right, the MA is 2.5”
  • 555. 1.25 m .5 m “Yah, but… Arggh”
  • 556. • Note how this mousetrap car is using a wheel that would have a high mechanical advantage. 15 cm .5 cm
  • 557. • Note how this mousetrap car is using a wheel that would have a high mechanical advantage. 15 cm .5 cm 15/.5 =
  • 558. • Note how this mousetrap car is using a wheel that would have a high mechanical advantage. 15 cm .5 cm 15/.5 = MA 30
  • 559. Wheel and Axle, Mechanical Advantage. Learn more at… http://en.wikipedia.org/wiki/Wheel_and_axle
  • 560.
  • 561. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle.
  • 562. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle.
  • 563. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle.
  • 564. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle. Wheel radius = 5.2 cm
  • 565. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle. Wheel radius = 5.2 cm
  • 566. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle. Wheel radius = 5.2 cm Axle radius = .75 cm
  • 567. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle. 5.2 / .75 = MA Wheel radius = 5.2 cm Axle radius = .75 cm
  • 568. • Activity! Trace an old compact disc into your science journal and pretend it is a wheel and axle. (Crayola Marker is Axle) – Find the Mechanical Advantage of this wheel and axle. 5.2 / .75 = MA 6.93 (We can call 7) Wheel radius = 5.2 cm Axle radius = .75 cm
  • 569. • Simple Machines Available Sheet: – Wheel and Axle.
  • 570. • Wheel and Axle. – Find the numbers of newtons to drag your journal across the table with some weights on it. – Next, place Crayola Markers under the journal with the weights on top and use the Spring Scale to find the # of newtons. – What was the difference in newtons?
  • 571.
  • 572.
  • 573.
  • 574.  An Inclined plane: A slanting surface connecting a lower level to a higher level. Copyright © 2010 Ryan P. Murphy
  • 575. • Where are the inclined planes? Copyright © 2010 Ryan P. Murphy
  • 576. • Answer! Copyright © 2010 Ryan P. Murphy
  • 577. • Field Trip! Let’s visit the inclined plane. Copyright © 2010 Ryan P. Murphy
  • 578. • Activity! Finding the Mechanical Advantage (MA) of the Handicap ramp (Inclined Plane) at the school.
  • 579. • Law Conservation of energy: energy cannot be created or destroyed.
  • 580. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 581. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 582. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 583. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 584. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 585. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 586. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 587. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 588. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 589. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 590. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 591. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 592. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 593. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 594. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 595. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 596. • Law Conservation of energy: energy cannot be created or destroyed. – Simple machines generally require more work / energy to complete a task. Example
  • 597. Copyright © 2010 Ryan P. Murphy
  • 598. Copyright © 2010 Ryan P. Murphy
  • 599. Copyright © 2010 Ryan P. Murphy
  • 600. Copyright © 2010 Ryan P. Murphy
  • 601.  MA for an inclined plane is the length of the slope divided by the height (Rise). Copyright © 2010 Ryan P. Murphy
  • 602.  MA for an inclined plane is the length of the slope divided by the height (Rise). Copyright © 2010 Ryan P. Murphy
  • 603.  MA for an inclined plane is the length of the slope divided by the height (Rise). Copyright © 2010 Ryan P. Murphy
  • 604.  MA for an inclined plane is the length of the slope divided by the height (Rise). Copyright © 2010 Ryan P. Murphy 100m 500m FO FI
  • 605.  MA for an inclined plane is the length of the slope divided by the height (Rise). Copyright © 2010 Ryan P. Murphy 100m 500m100m 500mFO FI
  • 606.  MA for an inclined plane is the length of the slope divided by the height (Rise).  What’s the MA of this inclined plane? Copyright © 2010 Ryan P. Murphy 100m 500m100m 500mFO FI
  • 607.  MA for an inclined plane is the length of the slope divided by the height (Rise).  What’s the MA of this inclined plane? 5 Copyright © 2010 Ryan P. Murphy 100m 500mMA = 5 100m 500mFO FI
  • 608. • Inclined plane is a wedge
  • 609.
  • 610.
  • 611. • Activity Simulator: Inclined Plane • http://phet.colorado.edu/en/simulation/the- ramp
  • 612. • Simple Machines Available Sheet: – Inclined Plane
  • 613. • Set-up of activity. – The number of textbook will change. The independent variable. – The dependent variable is the # of newtons. – The control is the same weight, surface, spring scale, etc between the trials. Learn more at.. http://illuminations.nctm.org/LessonDetail.aspx?id=L278
  • 614. • Activity! How does an inclined plane make work easier. – Use the spring scale and with attached weight to determine the difference in newtons to overcome friction in the following. – Find MA by measuring height and the slope. • Divide the length of the slope by the height. • Flat ramp (no textbooks) newtons ______ • Low ramp (3 textbooks) newtons ______ • Medium ramp (6 textbooks) newtons _____ • Steep ramp (9 books) newtons ______ • Weight hanging with no ramp newtons ______ Copyright © 2010 Ryan P. Murphy
  • 615. Flat ramp (no textbooks) newtons ___.5___ Low ramp (3 textbooks) newtons ___1.0___ Medium ramp (6 textbooks) newtons ___1.5___ Steep ramp (9 textbooks) newtons ___2.0___ Weight with no ramp newtons ___2.5___ Copyright © 2010 Ryan P. Murphy
  • 616. • Questions / Follow up to Inclined Plane. – Using data (Netwons) in your response, How did the various inclined planes effect the amount of work needed to get your journal up the ramp. – Use a meter stick to find the Mechanical Advantage of the inclined plane with 3 textbooks vs. 9 textbooks. You need to measure the height and the length of the ramp. Copyright © 2010 Ryan P. Murphy
  • 617. • Questions / Follow up to Inclined Plane. – Using data (newtons) in your response, How did the various inclined planes effect the amount of work needed to get your weight up the ramp? – Use a meter stick to find the Mechanical Advantage of the inclined plane with 3 textbooks vs. 9 textbooks. You need to measure the height and the length of the ramp. Copyright © 2010 Ryan P. Murphy
  • 618. • Questions / Follow up to Inclined Plane. – Using data (newtons) in your response, How did the various inclined planes effect the amount of work needed to get your weight up the ramp? – Use a meter stick to find the Mechanical Advantage of the inclined plane with 3 textbooks vs. 9 textbooks. You need to measure the height and the length of the ramp. Copyright © 2010 Ryan P. Murphy
  • 619. • Determining the MA for an inclined is very important when building roadways. – Too steep and some cars and trucks may not make it. – Too shallow, and it just takes to long. Copyright © 2010 Ryan P. Murphy
  • 620.
  • 621.
  • 622.
  • 623.
  • 624. • Video Link! (Optional) Alpe d’huez (Inclined Plane) Tour De France – http://www.youtube.com/watch?v=F94TCxLY Zew
  • 625.  Screw: An inclined plane wrapped around a pole which holds things together or lifts materials. Copyright © 2010 Ryan P. Murphy
  • 626.  Screw: An inclined plane wrapped around a pole which holds things together or lifts materials. Copyright © 2010 Ryan P. Murphy
  • 627.  Screw: An inclined plane wrapped around a pole which holds things together or lifts materials. Copyright © 2010 Ryan P. Murphy
  • 628.  The mechanical advantage of a screw can be found by dividing the circumference of the screw by the pitch of the screw. Copyright © 2010 Ryan P. Murphy
  • 629. • The gentler the pitch (i.e. finer the thread), the easier it moves, but you have to make a lot of turns. – Which of the samples below has the highest MA? Copyright © 2010 Ryan P. Murphy
  • 630. • The gentler the pitch (i.e. finer the thread), the easier it moves, but you have to make a lot of turns. – Which of the samples below has the highest MA? Copyright © 2010 Ryan P. Murphy
  • 631. • The gentler the pitch (i.e. finer the thread), the easier it moves, but you have to make a lot of turns. – Which of the samples below has the highest MA? Copyright © 2010 Ryan P. Murphy
  • 632.  The circumference of a circle is the distance around the circle. It is the circle's perimeter. The formula for circumference is:  Circumference = times Diameter  C = π d  Where π = 3.14 Copyright © 2010 Ryan P. Murphy
  • 633.  The circumference of a circle is the distance around the circle. It is the circle's perimeter. The formula for circumference is:  Circumference = times Diameter  C = π d  Where π = 3.14 Copyright © 2010 Ryan P. Murphy
  • 634.  The circumference of a circle is the distance around the circle. It is the circle's perimeter. The formula for circumference is:  Circumference = times Diameter  C = π d  Where π = 3.14 Copyright © 2010 Ryan P. Murphy
  • 635.  The circumference of a circle is the distance around the circle. It is the circle's perimeter. The formula for circumference is:  Circumference = times Diameter  C = π d  Where π = 3.14 Copyright © 2010 Ryan P. Murphy
  • 636.  The circumference of a circle is the distance around the circle. It is the circle's perimeter. The formula for circumference is:  Circumference = times Diameter  C = π d  Where π = 3.14 Copyright © 2010 Ryan P. Murphy
  • 637.  The circumference of a circle is the distance around the circle. It is the circle's perimeter. The formula for circumference is:  Circumference = times Diameter  C = π d  Where π = 3.14 Copyright © 2010 Ryan P. Murphy
  • 638.  The circumference of a circle is the distance around the circle. It is the circle's perimeter. The formula for circumference is:  Circumference = times Diameter  C = π d  Where π = 3.14 Copyright © 2010 Ryan P. Murphy
  • 639. • Simple Machines Available Sheet: Screw
  • 640. • What is the MA of the screw below? • Divide circumference by the pitch to get MA. Copyright © 2010 Ryan P. Murphy
  • 641. • What is the MA of the screw below? • Divide circumference by the pitch to get MA. Copyright © 2010 Ryan P. Murphy .5 cm 2 cm
  • 642. • What is the MA of the screw below? • Divide circumference by the pitch to get MA. Copyright © 2010 Ryan P. Murphy .5 cm 2 cm
  • 643. • 2 = 6.28 Copyright © 2010 Ryan P. Murphy 2 cm .5 cm
  • 644. • 2 = 6.28 • 6.28 / .5 Copyright © 2010 Ryan P. Murphy 2 cm .5 cm
  • 645. • 2 = 6.28 • 6.28 / .5 Mechanical Advantage = 12.56 Copyright © 2010 Ryan P. Murphy 2 cm .5 cm
  • 646.
  • 647. • What is the mechanical advantage of this screw? Copyright © 2010 Ryan P. Murphy 4 mm 6 mm
  • 648. • What is the mechanical advantage of this screw? Copyright © 2010 Ryan P. Murphy 4 mm 6 mm
  • 649. • 6 = = Copyright © 2010 Ryan P. Murphy 4 mm 6 mm
  • 650. • 6 = = 18.84 Copyright © 2010 Ryan P. Murphy 4 mm 6 mm
  • 651. • 6 = = 18.84 • 18.84 / 4 Copyright © 2010 Ryan P. Murphy 4 mm 6 mm
  • 652. • 6 = = 18.84 • 18.84 / 4 Mechanical Advantage = 4.71 Copyright © 2010 Ryan P. Murphy 4 mm 6 mm
  • 653.
  • 654. • What is the mechanical advantage of this giant screw? Measure with a meter stick (centimeters) Copyright © 2010 Ryan P. Murphy
  • 655. • Archimedes Screw: A screw contained in a cylinder that when turned can easily raise water.
  • 656.
  • 657.
  • 658. • Pascal's Law: If you apply pressure to fluids that are confined (or can’t flow anywhere), the fluids will then transmit (or send out) that same pressure in all directions at the same rate. Copyright © 2010 Ryan P. Murphy
  • 659. • Pascal's Law: If you apply pressure to fluids that are confined (or can’t flow anywhere), the fluids will then transmit (or send out) that same pressure in all directions at the same rate. Copyright © 2010 Ryan P. Murphy Cool Picture of a Gnome being squeezed and yelling something about Pascal in a different language.
  • 660. • Pascal's Law: If you apply pressure to fluids that are confined (or can’t flow anywhere), the fluids will then transmit (or send out) that same pressure in all directions at the same rate. Copyright © 2010 Ryan P. Murphy
  • 661.
  • 662.
  • 663. • Hydraulics - The branch of applied science that deals with fluids in motion.
  • 664. • Hydraulics - The branch of applied science that deals with fluids in motion.
  • 665. • Hydraulic system: Force applied at one end is transmitted to the other using a incompressible fluid.
  • 666. • Hydraulic system: Force applied at one end is transmitted to the other using a incompressible fluid. – The fluid is almost always an oil. The force is almost always multiplied in the process.
  • 667. How Hydraulics Work. Learn more at… http://science.howstuffworks.com/transport/engines- equipment/hydraulic.htm
  • 668. • Activity – Pascal’s Law and Hydraulics.
  • 669. • Activity! Making a hydraulic syringe drive. Copyright © 2010 Ryan P. Murphy
  • 670. • Activity! Making a hydraulic syringe drive. – Push syringe to bottom of tube on one side. Copyright © 2010 Ryan P. Murphy
  • 671. • Activity! Making a hydraulic syringe drive. – Push syringe to bottom of tube on one side. – Dip end of syringe in water and pull to fill tube. Copyright © 2010 Ryan P. Murphy
  • 672. • Activity! Making a hydraulic syringe drive. – Push syringe to bottom of tube on one side. – Dip end of syringe in water and pull to fill tube. – Attach hose to one side. Copyright © 2010 Ryan P. Murphy
  • 673. • Activity! Making a hydraulic syringe drive. – Push syringe to bottom of tube on one side. – Dip end of syringe in water and pull to fill tube. – Attach hose to one side. – Depress syringe until water comes out of tube. Copyright © 2010 Ryan P. Murphy
  • 674. • Activity! Making a hydraulic syringe drive. – Push syringe to bottom of tube on one side. – Dip end of syringe in water and pull to fill tube. – Attach hose to one side. – Depress syringe until water comes out of tube. – Attach other syringe that is depressed fully. Copyright © 2010 Ryan P. Murphy
  • 675. • Activity! Making a hydraulic syringe drive. – Push syringe to bottom of tube on one side. – Dip end of syringe in water and pull to fill tube. – Attach hose to one side. – Depress syringe until water comes out of tube. – Attach other syringe that is depressed fully. – Push one side down at a time. Copyright © 2010 Ryan P. Murphy
  • 676. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. – How is Pascal’s Law related to the hydraulic drive you just built? – Would it work better with oil, or with creamy peanut butter? Explain your answer using viscosity. Copyright © 2010 Ryan P. Murphy
  • 677. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. – How is Pascal’s Law related to the hydraulic drive you just built? – Would it work better with oil, or with creamy peanut butter? Explain your answer using viscosity. Copyright © 2010 Ryan P. Murphy
  • 678. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. – How is Pascal’s Law related to the hydraulic drive you just built? – Would it work better with oil, or with creamy peanut butter? Explain your answer using viscosity. Copyright © 2010 Ryan P. Murphy Viscosity: Resistance of liquid to flow.
  • 679. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. – How is Pascal’s Law related to the hydraulic drive you just built? – Would it work better with oil, or with creamy peanut butter? Explain your answer using viscosity. Copyright © 2010 Ryan P. Murphy Viscosity: Resistance of liquid to flow. -High Viscosity = Difficult to flow.
  • 680. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. – How is Pascal’s Law related to the hydraulic drive you just built? – Would it work better with oil, or with creamy peanut butter? Explain your answer using viscosity. Copyright © 2010 Ryan P. Murphy Viscosity: Resistance of liquid to flow. -High Viscosity = Difficult to flow. -Low Viscosity = Easy to flow.
  • 681. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. – How is Pascal’s Law related to the hydraulic drive you just built? – Would it work better with oil, or with creamy peanut butter? Explain your answer using viscosity. Copyright © 2010 Ryan P. Murphy
  • 682. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. Copyright © 2010 Ryan P. Murphy
  • 683. • Questions to making a hydraulic syringe drive. – Draw / Sketch the hydraulic drive you created. Copyright © 2010 Ryan P. Murphy
  • 684. • Questions to making a hydraulic syringe drive. – How is Pascal’s Law related to the hydraulic drive you just built? Copyright © 2010 Ryan P. Murphy
  • 685. • Questions to making a hydraulic syringe drive. – How is Pascal’s Law related to the hydraulic drive you just built? – Answer: When the syringe is depressed, the fluid is sent out (transmitted) equally in all directions and flows through the tube to the syringe on the other side. Copyright © 2010 Ryan P. Murphy
  • 686. • Questions to making a hydraulic syringe drive. – Would it work better with oil, or with creamy peanut butter? Explain your answer using viscosity. – It would work better with oil because it has a lower viscosity (resistance to flow) Copyright © 2010 Ryan P. Murphy
  • 687. • Activity! Roving simple machine finding. – Go stand by a simple machine. – I will go around the room and point to you, say the simple machine and point. – Scope out a new machine and when everyone is done you have a few seconds to find a new one that hasn’t been used. – Last person standing with a simple machine to point out wins. Copyright © 2010 Ryan P. Murphy
  • 688. • Activity! Roving simple machine finding. – Go stand by a simple machine. – I will go around the room and point to you, say the simple machine and point. – Scope out a new machine and when everyone is done you have a few seconds to find a new one that hasn’t been used. – Last person standing with a simple machine to point out wins. Copyright © 2010 Ryan P. Murphy
  • 689. • Activity! Roving simple machine finding. – Go stand by a simple machine. – I will go around the room and point to you, say the simple machine and point. – Scope out a new machine and when everyone is done you have a few seconds to find a new one that hasn’t been used. – Last person standing with a simple machine to point out wins. Copyright © 2010 Ryan P. Murphy
  • 690. • Activity! Roving simple machine finding. – Go stand by a simple machine. – I will go around the room and point to you, say the simple machine and point. – Scope out a new machine and when everyone is done you have a few seconds to find a new one that hasn’t been used. – Last person standing with a simple machine to point out wins. Copyright © 2010 Ryan P. Murphy
  • 691. • Activity! Roving simple machine finding. – Go stand by a simple machine. – I will go around the room and point to you, say the simple machine and point. – Scope out a new machine and when everyone is done you have a few seconds to find a new one that hasn’t been used. – Last person standing with a simple machine to point out wins. Copyright © 2010 Ryan P. Murphy
  • 692. • Activity! Going to the gym with our journals to investigate a compound machine in action. – What simple machines are used? – How do they work together to make work easier? Copyright © 2010 Ryan P. Murphy
  • 693. • Name the Simple Machine Wheel and axle
  • 694. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 695. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 696. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 697. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 698. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 699. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 700. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 701. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 702. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 703. • Quiz Wiz! 1-10 Name the Simple Machine Wheel and axle
  • 704. • Review – Name a few machines seen in this animation.
  • 705.
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  • 713. • Quiz Wiz 1-10 Name the simple machine.
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  • 724. • Bonus – What simple machine do I represent.
  • 725. • Answers to the Quiz
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  • 746. • Bonus – What simple machine do I represent.
  • 747. • Simple Machine – Wheel and Axle for Axl Rose.
  • 748.  Compound machines: Two or more simple machines working together. Copyright © 2010 Ryan P. Murphy
  • 749.  Compound machines: Two or more simple machines working together. Copyright © 2010 Ryan P. Murphy Lever
  • 750.  Compound machines: Two or more simple machines working together. Copyright © 2010 Ryan P. Murphy Lever Wedge
  • 751. Simple Machines: Learn more at.. http://www.cosi.org/downloads/activities/ simplemachines/sm1.html
  • 752. • What two simple machines make this pizza cutter and compound machine?
  • 753. • Wheel and axle and the wedge.
  • 754. • What two simple machines make up this very simple can opener? Copyright © 2010 Ryan P. Murphy
  • 755. • Answer: Wedge and Lever Copyright © 2010 Ryan P. Murphy
  • 756. • What simple machines make this can opener a compound machine?
  • 757. • Wheel and Axle,
  • 758. • Wheel and Axle, Lever,
  • 759. • Wheel and Axle, Lever, Wedge
  • 760. • Activity! Using a Dolly to move a person down the hall. – What two simple machines are being used?
  • 761. • Answer: Wheel and Axle / Lever
  • 762. • Answer: Wheel and Axle / Lever – What class lever would it be?
  • 763. • Answer: Wheel and Axle / Lever – What class lever would it be? Load Fulcrum Effort
  • 764. • Answer: Wheel and Axle / Lever – What class lever would it be? – Answer: Third Class Lever Load Fulcrum Effort
  • 765. • Video Link! OK GO Rube Goldberg Machine – http://www.youtube.com/watch?v=qybUFnY7Y8 w HD – Teacher Tube: http://www.teachertube.com/viewVideo.php?vide o_id=196729
  • 766. • Additional Rube Goldberg Machines from Japan. – http://www.youtube.com/watch?v=VI47chBIgOU
  • 767. • Activity! Crazy Machine (Optional) – Your table group must use a ball bearing (Start) to pop a balloon (Finish) using an example of every simple machine. – I will provide some materials, but you will also need to bring in some useful materials. • Build part of it at home. – Your crazy machine must be confined to a lab table. – One period to plan, one period to build and implement. Copyright © 2010 Ryan P. Murphy
  • 768. • Activity! Crazy Machine (Optional) – Your table group must use a ball bearing (Start) to pop a balloon (Finish) using an example of every simple machine. – I will provide some materials, but you will also need to bring in some useful materials. • Build part of it at home. – Your crazy machine must be confined to a lab table. – One period to plan, one period to build and implement. Copyright © 2010 Ryan P. Murphy
  • 769. • Activity! Crazy Machine (Optional) – Your table group must use a ball bearing (Start) to pop a balloon (Finish) using an example of every simple machine. – I will provide some materials, but you will also need to bring in some useful materials. • Build part of it at home. – Your crazy machine must be confined to a lab table. – One period to plan, one period to build and implement. Copyright © 2010 Ryan P. Murphy
  • 770. • Activity! Crazy Machine (Optional) – Your table group must use a ball bearing (Start) to pop a balloon (Finish) using an example of every simple machine. – I will provide some materials, but you will also need to bring in some useful materials. • Build part of it at home. – Your crazy machine must be confined to a lab table. – One period to plan, one period to build and implement. Copyright © 2010 Ryan P. Murphy
  • 771. • Activity! Crazy Machine (Optional) – Your table group must use a ball bearing (Start) to pop a balloon (Finish) using an example of every simple machine. – I will provide some materials, but you will also need to bring in some useful materials. • Build part of it at home. – Your crazy machine must be confined to a lab table. – One period to plan, one period to build and implement. Copyright © 2010 Ryan P. Murphy
  • 772. • Activity! Crazy Machine (Optional) – Your table group must use a ball bearing (Start) to pop a balloon (Finish) using an example of every simple machine. – I will provide some materials, but you will also need to bring in some useful materials. • Build part of it at home. – Your crazy machine must be confined to a lab table. – One period to plan, one period to build and implement. Copyright © 2010 Ryan P. Murphy
  • 773. • Table groups need to create a blue-print in journal. • Class materials include the following. – Balloon – Pulleys and string, rulers / levers – Ball Bearing – Long inclined plane – Hot-wheels cars – Hot-wheels track – Elastics (to be used in class only) – And much more from the junk box. Copyright © 2010 Ryan P. Murphy
  • 774. • Be the first to guess the hidden pictures beneath the boxes. – Raise your hand when you think you know. You only get one guess. Copyright © 2010 Ryan P. Murphy
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  • 784. • Try Again! Be the first to guess the hidden pictures beneath the boxes. – Raise your hand when you think you know. You only get one guess. Copyright © 2010 Ryan P. Murphy
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  • 795. • Try Again! Be the first to guess the hidden pictures beneath the boxes. – Raise your hand when you think you know. You only get one guess. Copyright © 2010 Ryan P. Murphy
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  • 806. • Good grade = Goes far • Poor grade = Doesn’t go far • Cool and colorful but doesn’t go far = Poor grade!
  • 807. • Mouster Truck Presentations. – Students should place mousetrap car by their poster board. – Teacher will count you off, 1, 2, 1, 2, etc – 1’s will present their poster board to the 2’s and teacher.. Please try and visit as many as you can. – 2’s will then present to the 1’s and teacher. Please visit as many as you can. – Get your car ready as the trials will start soon. – Any Predictions. Scoring chart on next page…
  • 808. Grade A+ A A- B+ B B- C D X Distance Meters 10+ 5+ 4.5 4.0 3.5 3.0 2.0 1.0 0 Possible Grading: Based solely on distance.
  • 809. • Your homework bundle is due shortly. Copyright © 2010 Ryan P. Murphy
  • 810. • You can now add text to the white space and neatly color the pictures to these parts.
  • 811. Discuss the bungee jumping egg experience
  • 812. Discuss the bungee jumping egg experience
  • 813. Discuss the bungee jumping egg experience
  • 814. Discuss the bungee jumping egg experience
  • 815. Discuss the bungee jumping egg experience
  • 816. Discuss the bungee jumping egg experience
  • 817. Discuss the bungee jumping egg experience
  • 818. Discuss the bungee jumping egg experience
  • 819. Discuss the bungee jumping egg experience
  • 820. Discuss the bungee jumping egg experience
  • 821. • Activity! Answer with your feet.
  • 822. A B Teacher needs to label the corners of the room. C D
  • 823. A B Please walk safely and take some wrong turns before traveling to the corner with the correct answer. C D
  • 824.
  • 825. A B All energy is… A.) Kinetic or Potential. B.) At a state of rest. C.) Subjected to gravity. D.) Work = Mass x Distance C D
  • 826. A B All energy is… A.) Kinetic or Potential. B.) At a state of rest. C.) Subjected to gravity. D.) Work = Mass x Distance C D
  • 827. A B Kinetic Energy is the energy an object has because of it’s… A.) Mass and Motion. B.) Time and Space. C.) Friction Level D.) Affects on gravity. C D
  • 828. A B Kinetic Energy is the energy an object has because of it’s… A.) Mass and Motion. B.) Time and Space. C.) Friction Level D.) Affects on gravity. C D
  • 829. A B This is a stiff bar that rests on a support called a fulcrum which lifts or moves loads. A.) Wedge B.) Inclined plane C.) Lever D.) Screw C D
  • 830. A B This is a stiff bar that rests on a support called a fulcrum which lifts or moves loads. A.) Wedge B.) Inclined plane C.) Lever D.) Screw C D
  • 831. A B This is the straight line from a circles center to its perimeter. A.) Diameter B.) Distance C.) Radius D.) Mechanical Advantage C D
  • 832. A B This is the straight line from a circles center to its perimeter. A.) Diameter B.) Distance C.) Radius D.) Mechanical Advantage C D
  • 833. A B This is the name for an object with at least one slanting side ending in a sharp edge, which cuts material apart. A.) Pulley B.) Wedge C.) Second Class Lever D.) Third Class Lever C D
  • 834. A B This is the name for an object with at least one slanting side ending in a sharp edge, which cuts material apart. A.) Pulley B.) Wedge C.) Second Class Lever D.) Third Class Lever C D
  • 835. A B This is the name for a slanting surface connecting a lower level to a higher level. A.) Block and Tackle B.) Wedge C.) Inclined Plane D.) First Class Lever C D
  • 836. A B This is the name for a slanting surface connecting a lower level to a higher level. A.) Block and Tackle B.) Wedge C.) Inclined Plane D.) First Class Lever C D
  • 837. A B • Machines do all of the following except… A.) Transfer force from one place to another. B.) Change direction of a force. C.) Does not require energy to create a force. D.) Increase the distance or speed of a force. C D
  • 838. A B • Machines do all of the following except… A.) Transfer force from one place to another. B.) Change direction of a force. C.) Does not require energy to create a force. D.) Increase the distance or speed of a force. C D
  • 839. A B What is the MA of this inclined plane? A.) 2 B.) 4 C.) 8 D.) 32