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Double integral over general region

Integrate the function x + y between x=y and 2y = x^2
So I have drawn a graph with y = x and y = x^2/2

So would my limits be 1 - 0 for dx and x - x^2/2 for dy??

Thanks
Original post by RHCPfan
Integrate the function x + y between x=y and 2y = x^2
So I have drawn a graph with y = x and y = x^2/2

So would my limits be 1 - 0 for dx and x - x^2/2 for dy??

Thanks


I would have thougth x^/2/2 and x for dy (inner integral), and 0 and 2 for dx (outer) - lower/upper limits in that order.
(edited 7 years ago)
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RHCPfan
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Original post by ghostwalker
I would have thougth x^/2/2 and x for dy (inner integral), and 0 and 2 for dx (outer) - lower/upper limits in that order.


Ah ok thanks!

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