Consider the integral integral ^a b arctan(x)dx where-pi/4 is less than or equal to a which is less than b which is less than or equal to pi/4. Making the substitution u=−2x, determine the different parts of the new corresponding integral, ^U1 U2 g(u)du

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.6: Permutations
Problem 4E
Question

Consider the integral integral ^a b arctan(x)dx where-pi/4 is less than or equal to a which is less than b which is less than or equal to pi/4. Making the substitution u=−2x, determine the different parts of the new corresponding integral, ^U1  U2      g(u)du

Loe nd
Transcribed Image Text:Loe nd
a. Upper Bound: u1=
b. Lower Bound: u2=
C. Function: g(u)=
Transcribed Image Text:a. Upper Bound: u1= b. Lower Bound: u2= C. Function: g(u)=
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Follow-up Question

If 

f

 is continuous and 

9 f(x)dx
 
0
=4

,

3 xf(x2)dx
 
0
=
 
 
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