2. Find the derivative. a. y = sin x³ b. y = sin³ x C. y = cos(4x+9) Copyright ©2021 The Ontario Educational Communications Authority. All rights reserved. d. y = cos² (x²+3) e. y = x² sin(x² +5) f. y=5e* g. y=e5x h. y=xe3x+ i. y = ln(x+3) j. y=5ln(x²+4) k. y=5* 1. y=(x²+2)² (x²+2x+1)' m. y=ln(sin x) n. y=(x+lnx)

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
Question
2. Find the derivative.
a.
y = sin x³
b. y = sin³ x
C.
y = cos(4x+9)
Copyright ©2021 The Ontario Educational Communications Authority. All rights reserved.
d.
y
= cos² (x²+3)
e.
y = x² sin(x² +5)
f. y=5e*
g. y=e5x
h.
y=xe3x+
i.
y = ln(x+3)
j.
y=5ln(x²+4)
k.
y=5*
1. y=(x²+2)² (x²+2x+1)'
m. y=ln(sin x)
n. y=(x+lnx)
Transcribed Image Text:2. Find the derivative. a. y = sin x³ b. y = sin³ x C. y = cos(4x+9) Copyright ©2021 The Ontario Educational Communications Authority. All rights reserved. d. y = cos² (x²+3) e. y = x² sin(x² +5) f. y=5e* g. y=e5x h. y=xe3x+ i. y = ln(x+3) j. y=5ln(x²+4) k. y=5* 1. y=(x²+2)² (x²+2x+1)' m. y=ln(sin x) n. y=(x+lnx)
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