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Sections

Title

To be handed in

Due Date

Hw#1

2.2

Limit Definitions

2,5,8,18

due Thu, 1/25

2.3

Computing Limits

10,24,30,38,40,45,

53(a. through d.),62,64

HW#2

2.4

Infinite limits

3,4,6,8-12,26,33

due Thu, 2/10

2.5

Limits at infinity

1,2,10,15,16,24-26,35,36

HW#3

2.6

Continuity

9,10,12,14,15,16,70,71

due Thu, 2/17

2.7

Precise definitions of Limits

9,12,19

HW#4

3.1

Intro to Derivatives

6,8,9,18,20,24,41-44,48,50

due Thu, 2/24

3.2

Differentiation Rules

20,45,52,56

HW#5

3.3

Product and Quotient Rules

1,2,18,20,32,50,51,52,60

due Thu, 3/3

3.4

Trig Derivatives

24,36,49,56

HW#6

3.5

Rate of Change

18,28,34

due Tue, 3/8

3.6

Chain Rule

16,18,32,36,42,48,54,60,78

3.7

Implicit Differentiation

12,17

HW#7

3.7

Implicit Differentiation

3,6,8,10,12,14,16,24,42,47

due Thu, 3/24

HW#8

4.1

Maxima Minima

16

due Thu, 3/31

4.2

What derivatives tell

26,32,44,61

4.3

Graphing functions

8,42

HW#9

4.4

Optimization

8,20,21,25

due Thu, 4/7

4.6

Mean Value Theorem

5,24,25,29,34

4.7

L`Hopital (Bernoulli) Rule

10,18,20,26,28,34,51

HW#10

4.7

L`Hopital (Bernoulli) Rule

35,42,46

due Thu, 4/14

4.8

Antiderivates

4,6,30,36,42,56,68

5.1

Area under currves

16,18,26

HW#11

5.2

Definite integrals

28,35,36,37,38,44

due Tue, 4/19

HW#12

5.2

Definite integrals

71,72,73

due Thu, 4/28

5.3

Fundamental Theorem

32,34,36,42,50

5.4

Working with Integrals

9,10,19,20,39

HW#13

5.5

Substitution Rule

13,20,26,56,60,62

due Thu, 05/05

6.2

Areas between curves

16,24,28,30

 

 

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