- #1
JorgeM
- 30
- 6
Homework Statement
Find the value of the solid's volume given by the ecuation 3x+4y+2z=10 as ceiling,and the cilindric surfaces
2x^2=y
x^2=3*y
4y^2=x
y^2=3x
and the xy plane as floor.
The Attempt at a Solution
I know that we have to give the ecuation this form:
∫∫z(x,y)dxdy= Volume
So, in fact we have to solve:
∫∫ ( 3 - 1.5x - .5y ) dxdy but actually it is easier to do variables' change because of the fact that the limits are to tricky to solve.
I get so confused when I try to suppose a good change and use in the Jacobi's determinant.
Hope you could help my because I got so confused :(
Thanks for your advise.