(Solved): The graphs of x=8,y=g(x) (solid) and y=h(x) (dashed) are shown; the graph is not drawn to scale. T ...

The graphs of $$x=8,y=g(x)$$ (solid) and $$y=h(x)$$ (dashed) are shown; the graph is not drawn to scale. The points labeled are $$A=(8,3),B=(8,8),C=(3,5)$$, and $$D=(1,0)$$. Suppose the portion of Region One in the First Quadrant is revolved around the $$y$$-axis. Select the expression(s) needed to find the volume of the solid of revolution formed when the region is revolved around the $$y$$-axis. $$\begin{array}{l}{?}_5^{8}2?x(5?h(x))dx\\ {?}_3^5?\left(5^2?(g(x){)}^2\right)dx\\ {?}_3^{8}2?x(h(x)?g(x))dx\\ {?}_3^{5}2?x(5?g(x))dx\\ {?}_3^8?\left((h(x){)}^2?(g(x){)}^2\right)dx\end{array}$$