Assignments for Math 1241, Section 3

Section

Topic

Exercises

Date Due

1.1

Four Ways to Represent a Function

1-6, 11-13, 19-26, 38-39, 48-50

1/16

1.2

Math Models

1-4

1/16

1.3

New Functions from Old Functions

2n+1, n=0,..., 24 and 2,4,6

 

1/21

1.4

Graphing Calculators and Computers

4n+1, n=0,..., 5 and 24,26

1/23

1.5

Exponential Functions

1-3, 14-16, 21-23

1/23

1.6

Inverse Functions and Logarithms

1-9, 15-21, 27-30, 48-52

1/30

1.7

Parametric Curves

4n+1, n=0,..., 7 and 31

1/30

Chapter 1

review problems

1-4,7-8, 10-11, pages 92-3

1/30

Test 1

Chapter 1

 

January 30

2.1

Tangents

1, 3-4

2/2

2.2

Limits

1-4, 7, 9, 15

2/6

2.3

Calculating Limits

1-8, 10-16, 29, 31-32

2/6

2.4

Continuity

1-3, 13-16, 22-26, 35-36

2/11

2.5

Infinity

1-3, 20-26, 30, 33

2/15

2.6

Velocities

1-3, 7-8, 13, 22

2/15

2.7

Derivatives

1-4, 13-19, 31-32

2/18

2.8

The derivative as a function

1-12, 19-23

2/20

2.9

Linear Approximations

Removed from syllabus

 

2.10

What does f say about f?

1-4, 11, 15, 21-22

2/25

Chapter 2

review problems

1-7, 10-15, 21, page 182

2/27

Test 2

Chapter 2

 

February 27

3.1

Derivatives of Polynomials, etc

21-23, 37, 41, 44, 48

3/3

3.2

The Product and Quotient Rule

1-4, 27-30, 38

3/5

3.3

Rates of Change

1, 5, 7, 21

3/5

3.4

Trig Functions

3, 5, 7, 9, 13, 15, 35, 40

3/17

3.5

The CHAIN Rule

2n+1, n=0,...,15; 43-46, 70-72

3/19

3.6

Implicit Differentiation

1-5, 13-16, 22, 47-49

3/19

3.7

Logarithmic Functions

25-30

3/22

3.8

Removed from syllabus

 

 

Charter 3

review problems

1-5; 1-11; 1-7, 34, 49-51

3/24

Test 3

Chapter 3

 

March 26

4.1

Related Rates

1-9, 26-28

4/2

4.2

Maximum and Minm Values

1-10, 17-22, 47

4/2

4.3

Derivatives and Shape

1-7, 13, 21, 27

4/7

4.4

Graphing with Calculators

1-3

4/12

4.5

Indeterminant Forms

1-11

4/12

4.6

Optimization Problems

1-2, 7-8, 10, 17

4/16

4.8

Newtons Method

1-4, 11

4/21

4.9

Antiderivatives

1-10, 13-15, 26-27, 36-39, &Chap Review

4/26

 

Fall 2002 final

Fall 2002MC and Fall 2002FR.

4/28

 

Spring 2002 final

Spring 2002MC and Spring 2002FR

4/30

 

Spring 2003 final

Spring 2003.

5/3

Common

Final Exam, Fretwell 128

Thursday, May 6

8am-11am