evaluate the integral by changing the order of integration in an appropriate way. see attachment.

Question

usukidoll · Answer

this is what I got so far...there's so many combinations out there.

usukidoll · Answer

@agent0smith

usukidoll · Answer

oh hey sith...

usukidoll · Answer

anyway...I know I can't just integrate in terms of y...well... if it's just |dw:1380230448946:dw|
I can't do anything about it because u = y^2...du = 2y dy but there is no y dy so u-subsitution is out.

anonymous · Answer

What's the original question?

anonymous · Answer

Just the triple integral at the top?

usukidoll · Answer

yeah

usukidoll · Answer

attachment

usukidoll · Answer

I have to change the order...well only if I really can't integrate in terms of y. And it looks like I can't from here...

anonymous · Answer

$$12\int_0^1\int_0^1\int_{x^2}^1xze^{zy^2}~dy~dx~dz$$
And this region looks something like this:
|dw:1380230708041:dw|