2) Let R be a parallelogram in the xy plane bounded by the lines x -...

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2) Let R be a parallelogram in the xy plane bounded by the lines x - 2y = 0, x - y = 0, x - 2y = -2, 2x - 2y = -3. a) Draw the parallelogram R and its image S under the transformation: u = -x + 2y, v = 2x - 2y. b) Use the transformation to calculate the integral: SS (y - x) sin(n(2y - x))dA R 2) Let R be a parallelogram in the xy plane bounded by the lines x - 2y = 0, x - y = 0, x - 2y = -2, 2x - 2y = -3. a) Draw the parallelogram R and its image S under the transformation: u = -x + 2y, v = 2x - 2y. b) Use the transformation to calculate the integral: SS (y - x) sin(n(2y - x))dA R

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