# Greens Theorem

• Apr 26th 2010, 04:29 PM
Sgraveyard
Greens Theorem
Find $[integral](x^2)*(y^2)dx + 4*x*y^3dy$ where C is the boundary of the triangle with the corners (0,0), (1,3), and (0,3). Mainly how do I find the limits of integration?
• Apr 26th 2010, 07:14 PM
dwsmith
Quote:

Originally Posted by Sgraveyard
Find $[integral](x^2)*(y^2)dx + 4*x*y^3dy$ where C is the boundary of the triangle with the corners (0,0), (1,3), and (0,3). Mainly how do I find the limits of integration?

Did you draw the picture?
• Apr 27th 2010, 12:52 AM
Why do you need Green's theorem?
• Apr 27th 2010, 03:03 AM
HallsofIvy
Quote:

$\int_{x= 0}^1 \int_{y= ax+b}^3 dydx$
$\int_{y= 0}^3\int_{x= 0}^{my+ c} dxdy$