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Use the Given Transformation to Evaluate the Integral u=yx,v=y+x;cosh(yxy+x)dxdy\begin{array} { l } u = y - x , v = y + x ; \\\quad \iint \cosh \left( \frac { y - x } { y + x } \right) d x d y\end{array}

question 110

Multiple Choice

Use the given transformation to evaluate the integral.
- u=yx,v=y+x;cosh(yxy+x) dxdy\begin{array} { l } u = y - x , v = y + x ; \\\quad \iint \cosh \left( \frac { y - x } { y + x } \right) d x d y\end{array}
where RR is the trapezoid with vertices at (6,0) ,(7,0) ,(0,6) ,(0,7) ( 6,0 ) , ( 7,0 ) , ( 0,6 ) , ( 0,7 )


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