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Tuv du, we must choose one part of6re'/7 dr toTo use the integration-by-parts formulaи dу= uV-be u, with the rest becoming dv.Since the goal is to produce a simpler integral, we will choose u = 6r. This means thatdvX

Question
Tu
v du, we must choose one part of
6re'/7 dr to
To use the integration-by-parts formula
и dу
= uV-
be u, with the rest becoming dv.
Since the goal is to produce a simpler integral, we will choose u = 6r. This means that
dv
X
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Tu v du, we must choose one part of 6re'/7 dr to To use the integration-by-parts formula и dу = uV- be u, with the rest becoming dv. Since the goal is to produce a simpler integral, we will choose u = 6r. This means that dv X

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Step 1

Given the integration by-parts formula: 

udv
vdu
= uv
_
To find: If 6re7dr and u is 6r then the value of dv will be?
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udv vdu = uv _ To find: If 6re7dr and u is 6r then the value of dv will be?

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Step 2

Now comparing the given integral to LHS of i...

Sudv=f6rear
6re7 dr
Then u 6r the dv = e7dr
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Sudv=f6rear 6re7 dr Then u 6r the dv = e7dr

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Tagged in

Math

Calculus

Integration

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