ok. so the figure is composed by a hemisphere and a cillinder
to find the volume of an hemisphere we use the following formula:
[tex]A_h=2\pi r^2[/tex]The diameter is 16ft, so the radius is 8ft
[tex]V_h=2\pi(8ft)^2=128\pi ft^2[/tex]for the cillinder, the volume can be calculated with:
[tex]A_c=h\cdot\pi\cdot\text{diameter}=9ft\cdot\pi\cdot16ft=144\pi[/tex]and for last the base of the cilinder has an area of
[tex]A_b=\pi r^2=\pi(8ft)^2=64\pi[/tex]adding all up:
[tex]64\pi+144\pi+128\pi=336\pi[/tex]