?Use the given transformation to evaluate the integral.$\iint_{R}(x-3 y) d A$, where

Chapter 14, Problem 17

(choose chapter or problem)

Use the given transformation to evaluate the integral.

$\iint_{R}(x-3 y) d A$, where $R$ is the triangular region with vertices $(0,0),(2,1)$, and (1,2) ; $x=2 u+v, y=u+2 v$

Equation Transcription:

∬ ${\ }_{R}(x-3y)dA$

$(0,0),(2,1)$

$(1,2);\ x=2u+v,y=u+2v$

Text Transcription:

double integral_R (x-3y) dA

(0 ,0), (2, 1)

(1, 2); x=2u+v, y=u+2y

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?Use the given transformation to evaluate the integral.\(\iint_{R}(x-3 y) d A\), where