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AP Calculus Course Home Page

Announcements:

Exam 4 will be given on Monday, June 7, 2010.

Final Exam will be given on Monday, June 14, 2010.

Homework 42 (due Wed 02 Jun 2010)

p. 253: 1, 7, 21, 25
p. 254: 29

Homework 41 (due Tue 01 Jun 2010)

p. 253: 5, 16, 18, 19
p. 254: 30

Homework 40 (due Fri 28 May 2010)

p. 253: 12, 14, 15, 17, 26
p. 208: 18, 20

Homework 39 (due Thu 27 May 2010)

p. 253: 2, 9, 11, 13
p. 208: 14, 16, 25, 31, 41

Homework 38 (due Wed 26 May 2010)

p. 208: 10, 15, 17, 19, 29, 30, 40

Homework 37 (due Tue 25 May 2010)

p. 202: 1, 2, 3, 4, 7, 15, 19
p. 208: 8, 9, 11, 12, 13

Homework 36 (due Wed 05 May 2010)

p. 198: 41c, 43bc
p. 208: 43
p. 210: 65, 66, 68

Homework 35 (due Tue 04 May 2010)

p. 208: 5, 23
p. 210: 63, 64

Homework 34 (due Fri 30 Apr 2010)

p. 208: 4, 7, 36

Homework 33 (due Thu 29 Apr 2010)

p. 208: 3, 34, 35

Homework 32 (due Wed 28 Apr 2010)

p. 208: 1, 2, 6

Homework 31 (due Tue 27 Apr 2010)

p. 189: 43, 44
p. 199: 77, 78a
p. 219: 10ab, 14

Homework 30 (due Mon 26 Apr 2010)

p. 198: 37
p. 199: 75, 76

Homework 29 (due Thu 22 Apr 2010)

Read pages 181 - 184.
p. 198: 36
p. 199: 73a (do not simplify)
p. 197: 22 (use alternate definition of the derivative)

Homework 28 (due Wed 21 Apr 2010)

p. 197: 16, 20, 21, 30
p. 198: 35ab

Homework 27 (due Tue 20 Apr 2010)

p. 197: 17, 19, 22, 24, 27, 28

Homework 26 (due Thu 15 Apr 2010)

Find all values of c that make the function $f(x)= x^2 - c^2 if x < 4; cx + 20 if x >= 4$ continuous for all values of x.
Given $f(x)=x^3+3$ , evaluate $f'(1)$ using the alternate definition of the derivative.
Find $f'(x)$ if $f(x)=[cuberoot(x)-4]*[x^2-2*sqrt(x)+7]$

Homework 25 (due Wed 14 Apr 2010)

Given $g(x)=\frac{x}{x-1}$ , find $g'(x)$ using the definition of the derivative.
Given $f(x)=2/sqrt(4-x)$ , evaluate $f'(0)$ using the alternate definition of the derivative.

Homework 24 (due Tue 13 Apr 2010)

p. 197: 15, 18, 23, 25, 26

Homework 23 (due Tue 23 Mar 2010)

p. 197: 1 - 14

Homework 22 (due Mon 22 Mar 2010)

Evaluate each using the difference quotient definition, the alternate definition, and the symmetric derivative.
- Given $f(x)=2/sqrt(x)$ , evaluate $f'(4)$ .
- Given $g(x)=x^3-6x+5$ , evaluate $g'(0)$ .
Complete Recognizing Derivatives as Limits worksheet.

Homework 21 (due Fri 19 Mar 2010)

p. 186: 2, 3ab
p. 187: 10, 13, 24
p. 165: 2a
p. 188: 27a

Homework 20 (due Thu 18 Mar 2010)

Homework 19 (due Wed 17 Mar 2010)

p. 157: 27b, 28
p. 165: 6
p. 186: 1

Homework 18 (due Mon 15 Mar 2010)

Homework 17 (due Fri 12 Mar 2010)

p. 137: 1abc, 2ae
p. 138: 52a, 53, 57
p. 165: 13

Homework 16 (due Thu 11 Mar 2010)

p. 166: 19
p. 138: 50, 51a, 56

Homework 15 (due Wed 10 Mar 2010)

p. 165: 1, 3
p. 138: 54, 55

Homework 14 (due Tue 09 Mar 2010)

Problem given in class

Homework 13 (due Mon 08 Mar 2010)

Read pages 154 - 155.
p. 156: 3, 4, 6
p. 158: 40, 41
p. 166: 30a

Homework 12 (due Fri 05 Mar 2010)

Read pages 150 - 153.
p. 156: 1, 2, 5, 7
p. 137: 1a

Homework 11 (due Thu 04 Mar 2010)

Read pages 148 - 150.
p. 157: 23, 24, 25, 26
p. 165: 12

Homework 10 (due Mon 01 Mar 2010)

Exam 1 Review Sheet

Extra Practice - Limits (Wed 24 Feb 2010)

Homework 9 (due Wed 24 Feb 2010)

Homework 8 (due Tue 23 Feb 2010)

Homework 7 (due Mon 22 Feb 2010)

Homework 6 (due Fri 12 Feb 2010)

Homework 5 (due Thu 11 Feb 2010)

Homework 4 (due Tue 09 Feb 2010)

Homework 3 (due Mon 08 Feb 2010)

Homework 2 (due Fri 05 Feb 2010)

Homework 1 (due Thu 04 Feb 2010)

Last Modified: March 12, 2018 22:38:55 EDT