Successfully reported this slideshow.
We use your LinkedIn profile and activity data to personalize ads and to show you more relevant ads. You can change your ad preferences anytime.

PM5006 Week 7

704 views

Published on

Aquí están las transparencias de la semana 7 de mi curso de Cálculo diferencial. Algunas transparencias las tomé de Dan Meyer y Dan Greene.

Published in: Education
  • Login to see the comments

  • Be the first to like this

PM5006 Week 7

  1. 1. Day 31 1. Limits - ExercisesTrue or False: ! f (3) = 7 DNE ! f (3) Undefined
  2. 2. Day 31 1. Limits - ExercisesTrue or False: ! f (3) = 7 False DNE ! f (3) Undefined
  3. 3. Day 31 1. Limits - ExercisesTrue or False: ! f (3) = 7 False False DNE ! f (3) Undefined
  4. 4. Day 31 1. Limits - ExercisesTrue or False: ! f (3) = 7 False False False DNE ! f (3) Undefined
  5. 5. Day 31 1. Limits - ExercisesTrue or False: ! f (3) = 7 False False False DNE ! f (3) Undefined True
  6. 6. Day 31 1. Limits - ExercisesTrue or False: ! f (3) = 7 False False False DNE ! f (3) Undefined True False
  7. 7. Day 31 1. Limits - ExercisesTrue or False: ! f (3) = 7 False False False DNE ! f (3) Undefined True False True
  8. 8. 1. Limits - ExercisesTrue or False: ! f (0) = 5 DNE f (3) Undefined
  9. 9. 1. Limits - ExercisesTrue or False: ! f (0) = 5 False DNE f (3) Undefined
  10. 10. 1. Limits - ExercisesTrue or False: ! f (0) = 5 False False DNE f (3) Undefined
  11. 11. 1. Limits - ExercisesTrue or False: ! f (0) = 5 False False True DNE f (3) Undefined
  12. 12. 1. Limits - ExercisesTrue or False: ! f (0) = 5 False False True DNE f (3) Undefined True
  13. 13. 1. Limits - ExercisesTrue or False: ! f (0) = 5 False False True DNE f (3) Undefined True True
  14. 14. 1. Limits - ExercisesTrue or False: ! f (0) = 5 False False True DNE f (3) Undefined True True False
  15. 15. 2. NotesFind the following limit 2 lim 2x − 3x − 4 x→−1
  16. 16. 2. NotesFind the following limit 2 lim 2x − 3x − 4 x→−1
  17. 17. 3. ExercisesFind the following limits1. lim x 1 x→− 32. lim π x→−1 3x + 73. lim x→4 x + 1 x + 154. lim x→4 3 5− x5. lim x→−6 2
  18. 18. 3. ExercisesFind the following limits1. lim x 1 x→− 3 -1/32. lim π x→−1 3x + 73. lim x→4 x + 1 x + 154. lim x→4 3 5− x5. lim x→−6 2
  19. 19. 3. ExercisesFind the following limits1. lim x 1 x→− 3 -1/32. lim π x→−1 3x + 73. lim 19/5 x→4 x + 1 x + 154. lim x→4 3 5− x5. lim x→−6 2
  20. 20. 3. ExercisesFind the following limits1. lim x 1 x→− 3 -1/32. lim π x→−1 π 3x + 73. lim 19/5 x→4 x + 1 x + 154. lim x→4 3 5− x5. lim x→−6 2
  21. 21. 3. ExercisesFind the following limits1. lim x 1 x→− 3 -1/32. lim π x→−1 π 3x + 73. lim 19/5 x→4 x + 1 x + 15 194. lim x→4 3 3 5− x5. lim x→−6 2
  22. 22. 3. ExercisesFind the following limits1. lim x 1 x→− 3 -1/32. lim π x→−1 π 3x + 73. lim 19/5 x→4 x + 1 x + 15 194. lim x→4 3 3 5− x 115. lim x→−6 2 2
  23. 23. Day 321. LimitsFind the following limit 2 x −1 lim x→1 x − 1
  24. 24. Day 321. LimitsFind the following limit 2 x −1 lim x→1 x − 1
  25. 25. 1. LimitsFind the following limits 2 x − 5x − 61. lim x→6 x−6 3 x −12. lim x→1 x − 1
  26. 26. 1. LimitsFind the following limit x +1 lim x→−1 3 − x + 10
  27. 27. 2. Limits - ExercisesFind the following limits: 3h1. lim h→0 h x−32. lim 2 x→3 x − 9 2 x + 7x3. lim x→0 x x +14. lim x→−1 3 − x + 10 2 25. lim ( x + h) −x h→0 h
  28. 28. Day 331. LimitsFind the following limit 2 x −1 lim x→1 x − 1
  29. 29. Day 331. LimitsFind the following limit 2 x −1 lim x→1 x − 1

×