Now setup your bounds
Im having trouble with my limits, and whether or not im on the right direction
My question is:
Let R be the region in the first quadrant bounded by the line y=x and the curve
x^4 + (xy)^2 = y^2.
My double integral is
(1+ x^2 + y^2)^-2 dA
heres what im doing so far..
and then evaluate..Am i right, limits correct and everything
IN THE FUNCTION, SHOULD BE R/(1 + R^2)^2