We wish to evaluate the following intogral 10 -12xe de We will accompliah this using Integration by Parta. Piease fil in the following: J.dv a dx du - dx, v Then, by using the Intogration by Parts formula, the indefinite integral has the following form: Determine: A(x) = B(x) = Therefore, 10 -12xe" dx

Calculus: Early Transcendentals
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ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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We wish to evaluate the following intogral
10
-12re" dx
We will accomplish this using Integration by Parts. Please fill in the following:
dv
dx
du=
dx, v
Then, by using the Intogration by Parts formula, the indefinite integral has the following form:
-12x" dx = A(x) -
B(x)dx
Determine:
A(x) =
B(x) =
Therefore,
10
/-12ve" de
Transcribed Image Text:We wish to evaluate the following intogral 10 -12re" dx We will accomplish this using Integration by Parts. Please fill in the following: dv dx du= dx, v Then, by using the Intogration by Parts formula, the indefinite integral has the following form: -12x" dx = A(x) - B(x)dx Determine: A(x) = B(x) = Therefore, 10 /-12ve" de
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