Question

Confused on this double integral problem
(Corrected the question error)

Answer 1

\(\iint_Dx^{2}dxdy\)

Where D is:
\(x−y=2\)
\(x^{2}=2y+1\)

Isn't this domain infinite? Like, how would you even choose limits, the two functions don't even create a bound. I can see how maybe z=x2, the function I'm integrating, could bound the region by y = 0, but I don't see how to create other limits.

(don't know how to type up the big curly brackets)

Answer 2

@ganeshie8
@freckles