1. Homework Statement
I am trying to solve a triple integral using cylindrical coordinates. This is what I have to far . But I think I have choosen the limits wrong.
Homework EquationsThe Attempt at a Solution
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I forgot the function |y - x^2| is inside a square root. When I divide the two integrals for y > x2, |y - x2| = y - x2.
and y < x2, |y - x2| = -(y - x2) = x2 - y. I really don't know what would be the limits of integration would it be -1 to what then the other other what to 1?
Homework Statement
I am trying to evaluate double integral
∫∫D (|y - x2|)½
D: -1<x<1, 0<y<2
Homework Equations
None
The Attempt at a Solution
I know that in order to integrate with the absolute value I have to split the integral into two parts:
y>x^2−−−>√y−x2
y>x^2−−−>√y−x2
I just can't...