- #1
s10dude04
- 2
- 0
Homework Statement
(a) For the iterated integral \\cos(x/y)dydx (inner limits x to 1, outer limits 0 to 1) sketch the region in the plane corresponding to the double integral this interated integral evaluates.
(b) Evaluate the double integral by changing the order of integration in the iterated integral and evaluating the resulting iterated integral.
Homework Equations
The Attempt at a Solution
Taking the integral of cos(x/y) with respect to y gives you sin(2x/y^2) no?
Then you evaluate from x to 1, which would be sin(2x)-sin(2/x)?
Then doing the integral of that gives ********?
Am I heading in the right direction?
Last edited: