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# Green's theorem bounds help watch

1. Verify Green's theorem in the plane for where C is the closed curve of the region bounded by y = x and y = x^2.

I can do the integration, my only issue is I do not know how to calculate the bounds. Any help at all? . I've tried plotting the graph but that didn't help to enlighten me. I've got:
I am thinking that for the first inegration, the one that is with respect to y, the bounds could be x and x^2 but I have no idea what the bounds will be for the second integration.
2. (Original post by Happy2Guys1Hammer)
I am thinking that for the first inegration, the one that is with respect to y, the bounds could be x and x^2 but I have no idea what the bounds will be for the second integration.
That would be correct (although, be careful with which is the upper limit and which is the lower). For what range of x values is the closed region defined? That gives you the limits for x.
3. (Original post by Farhan.Hanif93)
That would be correct (although, be careful with which is the upper limit and which is the lower). For what range of x values is the closed region defined? That gives you the limits for x.
I think that would be . Which seems very obvious now I think about it...

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