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Problem $2$

Graph the following two curves: $x=y^2-2y$ and $x=3.$

Write down the integral that computes the volume of the solid of revolution obtained by rotating the region enclosed by the above two curves about $y-$axis. Do not evaluate the integral, the integral should not contain absolute value function.

Problem $2$

Graph the following two curves: $x=y^2-2y$ and $x=3.$

Write down the integral that computes the volume of the solid of revolution obtained by rotating the region enclosed by the above two curves about $y-$axis. Do not evaluate the integral, the integral should not contain absolute value function.