The document consists of exercises related to limits in calculus, presenting multiple true or false statements about function evaluations at specific points. It includes instructions for finding limits with several exercises across a few days, along with notes for solutions. The content predominantly focuses on limit calculations and definitions involving different expressions and variable approaches.

1. Day 31 1. Limits - Exercises
True or False:
! f (3) = 7
DNE ! f (3) Undefined

2. Day 31 1. Limits - Exercises
True or False:
! f (3) = 7
False
DNE ! f (3) Undefined

3. Day 31 1. Limits - Exercises
True or False:
! f (3) = 7
False False
DNE ! f (3) Undefined

4. Day 31 1. Limits - Exercises
True or False:
! f (3) = 7
False False False
DNE ! f (3) Undefined

5. Day 31 1. Limits - Exercises
True or False:
! f (3) = 7
False False False
DNE ! f (3) Undefined
True

6. Day 31 1. Limits - Exercises
True or False:
! f (3) = 7
False False False
DNE ! f (3) Undefined
True False

7. Day 31 1. Limits - Exercises
True or False:
! f (3) = 7
False False False
DNE ! f (3) Undefined
True False True

8. 1. Limits - Exercises
True or False:
! f (0) = 5
DNE f (3) Undefined

9. 1. Limits - Exercises
True or False:
! f (0) = 5
False
DNE f (3) Undefined

10. 1. Limits - Exercises
True or False:
! f (0) = 5
False False
DNE f (3) Undefined

11. 1. Limits - Exercises
True or False:
! f (0) = 5
False False True
DNE f (3) Undefined

12. 1. Limits - Exercises
True or False:
! f (0) = 5
False False True
DNE f (3) Undefined
True

13. 1. Limits - Exercises
True or False:
! f (0) = 5
False False True
DNE f (3) Undefined
True True

14. 1. Limits - Exercises
True or False:
! f (0) = 5
False False True
DNE f (3) Undefined
True True False

15. 2. Notes
Find the following limit
2
lim 2x − 3x − 4
x→−1

16. 2. Notes
Find the following limit
2
lim 2x − 3x − 4
x→−1

17. 3. Exercises
Find the following limits
1. lim x
1
x→− 3
2. lim π
x→−1
3x + 7
3. lim
x→4 x + 1
x + 15
4. lim
x→4 3
5− x
5. lim
x→−6 2

18. 3. Exercises
Find the following limits
1. lim x
1
x→− 3
-1/3
2. lim π
x→−1
3x + 7
3. lim
x→4 x + 1
x + 15
4. lim
x→4 3
5− x
5. lim
x→−6 2

19. 3. Exercises
Find the following limits
1. lim x
1
x→− 3
-1/3
2. lim π
x→−1
3x + 7
3. lim 19/5
x→4 x + 1
x + 15
4. lim
x→4 3
5− x
5. lim
x→−6 2

20. 3. Exercises
Find the following limits
1. lim x
1
x→− 3
-1/3
2. lim π
x→−1
π
3x + 7
3. lim 19/5
x→4 x + 1
x + 15
4. lim
x→4 3
5− x
5. lim
x→−6 2

21. 3. Exercises
Find the following limits
1. lim x
1
x→− 3
-1/3
2. lim π
x→−1
π
3x + 7
3. lim 19/5
x→4 x + 1
x + 15 19
4. lim
x→4 3 3
5− x
5. lim
x→−6 2

22. 3. Exercises
Find the following limits
1. lim x
1
x→− 3
-1/3
2. lim π
x→−1
π
3x + 7
3. lim 19/5
x→4 x + 1
x + 15 19
4. lim
x→4 3 3
5− x 11
5. lim
x→−6 2 2

23. Day 32
1. Limits
Find the following limit
2
x −1
lim
x→1 x − 1

24. Day 32
1. Limits
Find the following limit
2
x −1
lim
x→1 x − 1

25. 1. Limits
Find the following limits
2
x − 5x − 6
1. lim
x→6 x−6
3
x −1
2. lim
x→1 x − 1

26. 1. Limits
Find the following limit
x +1
lim
x→−1 3 − x + 10

27. 2. Limits - Exercises
Find the following limits:
3h
1. lim
h→0 h
x−3
2. lim 2
x→3 x − 9
2
x + 7x
3. lim
x→0 x
x +1
4. lim
x→−1 3 − x + 10
2 2
5. lim
( x + h) −x
h→0 h

28. Day 33
1. Limits
Find the following limit
2
x −1
lim
x→1 x − 1

29. Day 33
1. Limits
Find the following limit
2
x −1
lim
x→1 x − 1