Mrs. Brause's Homework Page

Mrs. Brause’s Homework Page

AP Calculus AB

Quiz on Friday.

Graded Review is due Friday – Dec. 8^th.

Date Week of Dec. 4th.	Homework	Comments
12/04/06 Monday Day 1-	Page 232 #6,23,37,39,41 Page 234#5,11,13,14	Differentials and tangent lines
12/05/06 Day 2 – Tuesday	Page 260 #1a,c,5a,b,11b,23 Page 267#1-7,13,31	Logarithms Deriv. Of logs.
12/06/06 Day 3 (period 8) Wednesday 12/07/06Day 4 (Period 5) Thursday	Worksheet Page 267#19-23odd, 27,29 Quiz tomorrow Graded review is due tomorrow	Deriv. Of e^x

Friday 12/08/06 Day 5	Page 267#20-26 even, #30 Worksheet	Logs and Exponential derivatives

Explain what you know about logs and exponential functions.

What do you still have questions about????

Test Nov. 29/30

Graded Review is due Dec. 7.

Date Week of Nov. 27^th.	Homework	Comments
11/27/06 Monday Day 1	Worksheet Page 223 #4,10,16,19,21,25	Related Rates
11/28/06 Day 2 Tuesday	Test next class period
11/28/06 Day 3 Wednesday	Period 8 Test today.	Graded Review is due Dec. 7^th.
11/29/06 Thursday Day 4	Period Test today	Graded Review is due Dec. 7^th.
12/01/06 Friday Day 5	Page 224 #27,30,37 Page 232 #1,5,19,33,37 Finish worksheet	Differentials

If y is the number of wolves and t is the number of seconds then explain what dy/dt = 5 is? What are the units?

If y is the number of ducks and x is the number of dollars then explain what dy/dx=3 is? What are the units?

Test/Quiz next week.

Graded Review is due Nov. 9th.

Date Week of Nov. 6^th.	Homework	Comments
11/06/06 Monday Day 5	Worksheet Page 217 #5,9	Implicit Differentiation
11/07/06 Tuesday	Superintendent’s Conference Day	Don’t forget to vote???
11/08/06 Day 1 Wednesday	Page 217 #1, 3, 7,11,13,15,17,21,23,25 Graded Review is due tomorrow!	Implicit and d²y/dx²
11/09/06 Thursday Day 2	Page 217 #14,24,26,27,37,40,41,42,45 Have a nice weekend.	Tangent lines and more implicit. Vertical Tangents.
Friday 11/10/06	Veteran’s Day	Test on Thursday or Friday.

Test Nov. 2(period 8) and Nov. 3(period 5)

Retake of Oct. 17^th test must be completed by Nov. 3^rd.

Date Week of Oct. 30th	Homework	Comments
10/30/06 Monday Day 5	Page 204#21,25b Page 208 #7-19 odd Worksheet	Trig Chain Rule
10/31/06 Day 1 Tuesday	Page 208 #1,3a,5,21 – 35 odd Worksheet	Chain Rule
11/01/06 Day 2 Wednesday	Study for the test TOMORROW
11/02/06 Thursday Day 3 Friday 11/03/06 Day 4	Test today - Period 5 is on Friday and Period 8 is on Thursday!!!! Graded Review is due Nov. 9^th.

Explain what differentiability means. Use the rule of 4 --- verbal, algebraic, analytic and graphic.

Explain Chain rule----

Test Next Week

Retake of Oct. 17^th test must be completed by Nov. 3^rd.

Graded Review is due Oct. 26^th.

Date Week of Oct. 23rd

Homework

Comments

10/23/06

Monday

Day 5

Page 190 #44-47 ( 48 for extra credit)

P. 198 #34,35, 58, 60,65

Differentiability

Dc/dr

Tangent line etc.

10/24/06

Day 1

Tuesday

Page 200#7,77,79

Worksheet

Differentiability

Tangent line etc.

10/25/06

Day 2

Wednesday

Page 200 #78

Page 203 # 1-15 odd, 19, 25a

Derivative of trig functions

10/26/06

Thursday

Day 3

Friday

10/27/06

Day 4

Page 203 # 2-12 even, 21,29b,35

Have a nice weekend.

Period 5 and period 8 – This is your weekend HW assignment…..When you complete this assignment you will have a nice weekend.

Explain what differentiability means. Use the rule of 4 --- verbal, algebraic, analytic and graphic.

Test October 17^th.

Date Week of Oct. 16th	Homework	Comments
10/16/06 Monday Day 5	Study for the test
10/17/06 Day 1 Tuesday	Graded Review is due Oct. 26^th.
10/18/06 Day 2 Wednesday	Page 198 # 49, 51, 55, 57, 59, 69 Worksheet P. 188 #43	Tangent, Normal lines Horizontal and vertical TANGENTS (not asymptotes)
10/19/06 Thursday Day 3 Friday 10/20/06 Day 4	Worksheets Have a nice weekend.	Tangent lines and graphs of the derivative.

Instantaneous Rate of Change	Average rate of change
1. f’(x)	1. Dy/Dx

Draw pictures: 1. Limit, but not continuous (2 different examples

2. Continuous

3. Continuous, but not differentiable ( 2 different examples)

Write an equation for a piecewise function that is differentiable. Write an example of a piecewise function that is NOT differentiable.