Solu) du. rg(u) = Using u-substitution, the integral u+1 reduces to a new integral , evaluate the new integral using applicable formula and then back-substitute the original variable, where the integral f(x) dx = x + In |x-1| + C. Determine the original integrand foo. x+1 A f(x)= X-1 ® f(x) = X-1 1 © f(x) = X-1 X-1 O f(x)=

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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Sow) du. rg(u) =
u+1
Using u-substitution, the integral
reduces to a new integral
, evaluate the
u
new integral using applicable formula and then back-substitute the original variable, where the integral
Srw)
f(x) .
dx = x + In x- 1 + C. Determine the original integrand f(x).
x+1
A f(x) =
X-1
B f(x)
X-1
1
© f(x)
X-1
X-1
O f(x) =
Transcribed Image Text:Sow) du. rg(u) = u+1 Using u-substitution, the integral reduces to a new integral , evaluate the u new integral using applicable formula and then back-substitute the original variable, where the integral Srw) f(x) . dx = x + In x- 1 + C. Determine the original integrand f(x). x+1 A f(x) = X-1 B f(x) X-1 1 © f(x) X-1 X-1 O f(x) =
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