- #1
Alex_Neof
- 41
- 2
Homework Statement
Using a suitable Jacobian, evaluate the volume bounded by the surface ##z = 2 +x^2##, the cylinder ##x^2 + y^2 = a^2## (where ##a## is a constant), and the ##x-y## plane.
Homework Equations
##x = r cos{\theta} ##
##y = r sin{\theta} ##
The Attempt at a Solution
I determined the Jacobian to be ##r##.
The limits for ##\theta## would be from ##0## to ##2 \pi##.
The limits for ##r## would be from ##0## to ##a##.
Could anyone kindly guide me through the problem?