9 x3 dx V16 + 1 x? B For trigonometric substitution to solve the above integral, fill in the blanks below using the picture of the triangle given. side A= 1 x side B= side C= [(1 x)/4] = [ 1/4] dx [(V{16 + 1 x2})/4] = dQ

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 57E
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9 x3
dx
V 16 + 1 x2
For trigonometric substitution to solve the above integral, fill in the blanks below using the picture of the triangle given.
side A= 1 x
side B=
side C=
[(1 x)/4] =
[ 1/4] dx =
dQ
[(V{16 + 1 x2})/4] =
Transcribed Image Text:9 x3 dx V 16 + 1 x2 For trigonometric substitution to solve the above integral, fill in the blanks below using the picture of the triangle given. side A= 1 x side B= side C= [(1 x)/4] = [ 1/4] dx = dQ [(V{16 + 1 x2})/4] =
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