What substitution(s) would make the following integral simpler? I.e., simple enough to integrate by inspection after the substitution. [e² sin(eª) da Ο υ = α = sin(e) W = Substitutions will not simplify this integral. w = eu

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.2: Trigonometric Equations
Problem 90E
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pls answer both. I beg of you.

What substitution(s) would make the following integral simpler? I.e., simple enough
to integrate by inspection after the substitution.
[ eª sin(eª) da
Ow=x
W = sin(e)
Substitutions will not simplify this integral.
W
—
eu
Transcribed Image Text:What substitution(s) would make the following integral simpler? I.e., simple enough to integrate by inspection after the substitution. [ eª sin(eª) da Ow=x W = sin(e) Substitutions will not simplify this integral. W — eu
What substitution(s) would make the following integral simpler? I.e., simple enough
to integrate by inspection after the substitution.
Ou
W = sin(x)
Ow
=
Ow
Ow= cos(x)
1
cos³ (x)
=
cos³ (x)
5 sin(x)
cos³ (x)
150
dx
Transcribed Image Text:What substitution(s) would make the following integral simpler? I.e., simple enough to integrate by inspection after the substitution. Ou W = sin(x) Ow = Ow Ow= cos(x) 1 cos³ (x) = cos³ (x) 5 sin(x) cos³ (x) 150 dx
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