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AB Calculus Section 3.4B AB Calc Assignment Page

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AB Calc Assignment Page Wed: Inverse Trig Review Worksheet Derivative Quiz likely tomorrow Help Sessions: Every Monday 5th hour. Bring your lunch. Upcoming Assignments & Opportunities: Check Chain Rule Video Notes Complete Chain Rule Warm-up Derivative Race Today's Topics & Class Plan: Sixteen Laws of Derivatives Plus 2 Important Limits: I. II. III. IV. V. VI. VII. VIII. IX. X. XI. XII. XIII. XIV. XV. XVI. A. B. AB Calculus Section 3.4B Tuesday, October 23, 2012 Ch3 Deriv Rules Page 1
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Page 1: AB Calculus Section 3.4B AB Calc Assignment Page

AB Calc Assignment Page

Wed: Inverse Trig Review Worksheet•

• Derivative Quiz likely tomorrow

Help Sessions: Every Monday 5th hour. Bring your lunch.

Upcoming Assignments & Opportunities:

Check Chain Rule Video Notes•

Complete Chain Rule Warm-up•

Derivative Race•

Today's Topics & Class Plan:

Sixteen Laws of Derivatives Plus 2 Important Limits:I.

II.

III.

IV.

V.

VI.

VII.

VIII.

IX.

X.

XI.

XII.

XIII.

XIV.

XV.

XVI.

A.

B.

AB Calculus Section 3.4B

Tuesday, October 23, 2012

Ch3 Deriv Rules Page 1

Page 2: AB Calculus Section 3.4B AB Calc Assignment Page

AB Calculus - Hardtke

Warm-up 3.4: Chain Rule Practice Name ________________________________

Date: 10/23

Quick Review. Find the derivative of each function. One requires chain rule and the other doesn't.

1A. y = 7x 1B. y = 73x + 7

2A. y = ex(x4) 2B. y = e4x(x4)

3A. y = cos 3x 3B. y = cos x

4A. y = cot2 x 4B. y = cot x

5A. y = csc x 5B. y = csc x2

6A. y = (7x3 + 3x)2 6B. y = 7x3 + 3x2

7A. y =

2 tanx

x

e

7B. y =

tan 2 3x

x

e

Ch3 Deriv Rules Page 2

Page 3: AB Calculus Section 3.4B AB Calc Assignment Page

AB Calculus - Hardtke Warm-up – Differentiation Rule Race Name __________________________

1.

d

dx

f(x)g(x) =

2.

( )

( )

d f x

dx g x

=

3.

d

dx

f(g(x)) =

4.

d

dxe2x

=

5.

d

dx e

2 =

6.

d

dxax =

7.

d

dxln | x | =

8.

d

dxlog a x =

9.

d

dxsin x =

10.

d

dxcos x =

12.

d

dxtan x =

14.

d

dx sec x =

16.

d

dx csc x =

17.

d

dx cot x =

Tie Breaker:

18. 2 5cos (3 )

dx

dx

=

Ch3 Deriv Rules Page 3

Page 4: AB Calculus Section 3.4B AB Calc Assignment Page

Ch3 Deriv Rules Page 4


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