- #1
boneill3
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Homework Statement
Solve the double integration by changing the order of integration
Homework Equations
\int_{0}^{2} \int_{y/2}^{1} cos(x^2)dxdy
The Attempt at a Solution
I've been trying to sketch the graph with
y/2<= x <= 1
and
0 <= y <= 2
Is the problem trying to get the {y/2} in the limit of \int_{y/2}^{1} cos(x^2)dx to be the equivalent value of x ?
I'm not if my graph that I sketched should be a triangle from the origin out to x= 1 y=2
or should it be a curve from (0,1) to (1,cos(1^2))
regards
Brendan