1. Rational Numbers Summary

4. Vs. Mixed Numbers Improper Fractions

6. & These are examples of mixed numbers

9. Changing an improper fraction to a mixed number = =

10. Notice how the denominator stays the same when converting to an improper fraction to a mixed number =

11. Changing a mixed number into an improper fraction = =

12. Notice how the denominators stay the same when converting from a mixed number to an improper fraction = =

13. Fractions are FUNNY!

14. Were here to show you the rules! Adding Fractions Subtracting Fractions Multiplying Fractions Dividing Fractions

15. Adding Fractions Adding fractions requires a common denominator To find the common denominator between fractions simply multiply the denominators and this is the common denominator. this number may be large so try and find a number that all denominators will divide into evenly.

19. Subtracting Fractions Same rule…you have to get a common denominator before you subtract the numerators!

20. Example of Subtraction

21. Multiplying Fractions Multiplying fractions is easy Multiple the numerators Multiple the denominators

22. Example of Multiplying

23. Dividing Fractions Dividing fractions requires one more step Keep the first fraction the same Change the multiple to divide And FLIP the second fraction

24. Example of Dividing When the fraction is “flipped” it is called the INVERSE