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## Homework Statement

evaluate the integral y

^{2}z

^{2}dV over W, which is the region bounded by x = 1 - y

^{2}- z

^{2}adn the plane x = 0

## Homework Equations

## The Attempt at a Solution

since x = 0, that makes y

^{2}+ z

^{2}= 1, unit circle in the yz plane right?

so would the answer be the area of the circle times y

^{2}z

^{2}