Suppose 8 (x) =V 4x+5. What is the correct result of the derivative of g with respect to x? 1 A 8'(x) = %3D 4/4x + 5 1 В 8 '(x) = %3D 2/4x+5 2 © 8'(x)= %3D 4x + 5 4 D 8'(x)= D 4х + 5

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
Problem 5T
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Question
Suppose 8 (x) =V 4x+5. What is the correct result of the
derivative of g with respect to x?
A
8 '(x) =
%3D
4/4x+5
1
В
8'(x)= -
2/ 4x +5
2
© 8'(x)=-
4x + 5
4
8 '(x) =
V4x+5
D
Transcribed Image Text:Suppose 8 (x) =V 4x+5. What is the correct result of the derivative of g with respect to x? A 8 '(x) = %3D 4/4x+5 1 В 8'(x)= - 2/ 4x +5 2 © 8'(x)=- 4x + 5 4 8 '(x) = V4x+5 D
Suppose
h(x) =log,(3x+1),
What is the correct result
of the derivative of h with respect to x?
3ln (2)
h'(x) =
Зх + 1
A
1
h'(x)=-
3(3x+1) In(2)
В
In (2)
© h'(x)=-
3(3x+ 1)
%3D
h'(x) =-
(3x + 1) In(2)
Transcribed Image Text:Suppose h(x) =log,(3x+1), What is the correct result of the derivative of h with respect to x? 3ln (2) h'(x) = Зх + 1 A 1 h'(x)=- 3(3x+1) In(2) В In (2) © h'(x)=- 3(3x+ 1) %3D h'(x) =- (3x + 1) In(2)
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