Question

Asked Nov 3, 2019

I get how to do the problem up until ∫∫[u(u+v-u)]

where did they get [u(u+v-u)] from? Please explain

Step 1

To determine the double integral using a suitable change of coordinates

Step 2

The region in x,y coordinates (bounded by the red lines)

Step 3

Consider the map x=u-v,y=v (SEE correction). This is equivalent to u=x-y, v=y. The points O,A, B, C get transformed to O,P,Q, R as shown in the graph. For examplel...

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