multiple integral ∫∫ x² y dy dx over the region bounded by y=x² and y=1

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multiple integral ∫∫ x² y dy dx over the region bounded by y=x² and y=1
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******* 1 1	∫∫ x² y dy dx over the region bounded by y=x² and y=1 ---------------------------------------------- ----------------------------------------------- first solve the equations to get the points of intersection (1,1) and (-1,1) get a rough graph of the required region (green area of the following figure) use vertical strips (or horizontal strips) to cover the whole region if vertical strips are used the strips will start from y=x² and go upto y=1 and the strips will be spread over the region from x = -1 to x =1 if horizontal strips are used the strips will start from x= -sqrt(y) to x =sqrt(y) and will be spread over the region from y =0 to y =1 answer and some steps are given below ================ * * ================ integration formulae more problems on integration
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