Question
Asked Oct 17, 2019
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Calculus 4

4) What is the region R over which you integrate when evaluating the double integral
.4 Vxexy
dydx?
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4) What is the region R over which you integrate when evaluating the double integral .4 Vxexy dydx?

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Expert Answer

Step 1

The given double integral is

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4 JЛ dydx 1 1

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Step 2

Evaluate the integral.

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it e dydx =ydu=-2y] du dc 2 1 1 Integration by parts rule 1 du dc x x u=u and v' = e 11 xx ex dx 2 dx dx 2 x

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Step 3

Compute the in...

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Integration by parts dx 1 u e and dv x x 1 х e 4 e-Ei (4)-Ei (1)]

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Calculus

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