A. Apply the product rule to find y' 1. y = (2x + 7)(5x- 1) 2. y = (6-x)(3-x*)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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Lesson 12
A. Apply the product rule to find y'
1. y = (2x* + 7)(5x* - 1)
2. у%3D (6- х3) (3-х*)
B. Apply the quotient rule to find the derivative
3. y =
1.
y :
5- 3x
C. Apply the chain rule to find the derivative
1. y = (8 – 3x )3
3. у %3
(1-x)7
2. y = V2x + 1
D. Find the function value at first derivative
1. if f"(x) = (x* - 2)(x* - 5) find f'(-1)
2. if f(x) = find f'(2)
2r-1
x+4
3. if f(x) = find f'(5)
%3D
Transcribed Image Text:Lesson 12 A. Apply the product rule to find y' 1. y = (2x* + 7)(5x* - 1) 2. у%3D (6- х3) (3-х*) B. Apply the quotient rule to find the derivative 3. y = 1. y : 5- 3x C. Apply the chain rule to find the derivative 1. y = (8 – 3x )3 3. у %3 (1-x)7 2. y = V2x + 1 D. Find the function value at first derivative 1. if f"(x) = (x* - 2)(x* - 5) find f'(-1) 2. if f(x) = find f'(2) 2r-1 x+4 3. if f(x) = find f'(5) %3D
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