Find dy/dx if y = log10(x² + 1)² D. dy/dx = log1o e (x² + A. dy/dx = 4x(x² + 1) 2x log10 e В. dy/dx — E. None of these x² +1 4x log10 e C. dy/dx х2+1

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.2: Trigonometric Functions Of Angles
Problem 33E
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Find dy/dx if y = log10(x? + 1)?
A. dy/dx = 4x(x² + 1)
2x log10 e
D. dy/dx = log10 e (x² + 1)
B. dy/dx
E. None of these
x2+1
4x log10 e
C. dy/dx =
x2 +1
Transcribed Image Text:Find dy/dx if y = log10(x? + 1)? A. dy/dx = 4x(x² + 1) 2x log10 e D. dy/dx = log10 e (x² + 1) B. dy/dx E. None of these x2+1 4x log10 e C. dy/dx = x2 +1
Consider the equation sin x = e", find dy/dx.
ey
dy
A.
dx
dy
cos x
E. None of these
sin x
dx
dy
dy
= sec x
dx
D.
= cot x
dx
B.
Transcribed Image Text:Consider the equation sin x = e", find dy/dx. ey dy A. dx dy cos x E. None of these sin x dx dy dy = sec x dx D. = cot x dx B.
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