?Calculate the double integral.\(\iint_{R} x \sin (x+y) d A, \quad R=[0, \pi / 6] x[0

Chapter 13, Problem 31

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Calculate the double integral.

$\iint_{R} x \sin (x+y) d A, \quad R=[0, \pi / 6] x[0, \pi / 3]$

Equation Transcription:

$\int\limits_{\ }^{\ }\int\limits_{R}^{\ }x\ sin(x\ +\ y)\ dA,\ \ \ R\ =\ [0,\ \pi{}/6]\ x\ [0,\pi{}/3]$

Text Transcription:

double integral_R x sin (x + y) dA, R = [0, pi/6] x [0,pi/3]

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