fcox In(sinx) dx= fu du cotx In(sinx) dx = u du

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.6: The Matrix Of A Linear Transformation
Problem 30EQ
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cotx In(sinx) dx =
-Jude
What substitution did we make?
Select one:
O u=In( sin x )
O u=(cos x) / (sin x)
O None
O u= In(x)
O u=sin ( x)
Transcribed Image Text:| cotx In(sinx) dx = -Jude What substitution did we make? Select one: O u=In( sin x ) O u=(cos x) / (sin x) O None O u= In(x) O u=sin ( x)
Evaluate the following integral
1
x² – 2x
Select one:
O -sin-1(x+ 1)+c
None
-1
O sinh
-C
O cosh -1(x+1)+C
O - sin1(x-1)+C
sinh (x+ 1)+C
O cosh -1(x-1)+C
Transcribed Image Text:Evaluate the following integral 1 x² – 2x Select one: O -sin-1(x+ 1)+c None -1 O sinh -C O cosh -1(x+1)+C O - sin1(x-1)+C sinh (x+ 1)+C O cosh -1(x-1)+C
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