Answer:
B.93.46 cubic ft
Explanation:
We are given that
Height of solid=17 ft
Height of cone=Height of solids=17 ft
When the cross sectional areas at every level parallel to the respective bases are equal then the volume of both solids are equal.
Height of right triangle=8 ft
Hypotenuse of right triangle=9 ft
Base of right triangle=

Area of base=Area of right triangle =

Area of base=

We know that Volume of pyramid=

Substitute the values in the given formula
Volume of cone=Volume of pyramid =

Hence, the volume of cone=93.46 cubic ft
Answer:B.93.46 cubic ft