Mmm, actually, after trying to do this out, wouldn't x go from y^2 to 1-z, instead of from 0 to 1-z? I don't think it works if you put from 0 to 1-z...
Wow, seriously, thanks so much for that detailed explanation. I really didn´t know how to do it / thought it wasn't possible. I knew y went from -sqrt(x) to sqrt(x) and that this wouldn´t be of much use in this case, but I didn´t realize I could replace sqrt(x) with sqrt(1-z). Thanks! :)
Ps...
Thanks, but actually i meant the reverse order. Using the format that is used in the book, you would have the three integral signs and then inside dxdydz. I'm actually not familiar with the notation you used... Thanks
Hey guys, so I think I can always change the order of integration with double integrals in rectangular coordinates (x,y) and also polar coordinates (by literally just changing the order and leaving the bounds the same). However, I was trying to change the order of integration of triple...