A solid oblique pyramid has a regular pentagonal base. The base has a edge length of 2.16 ft and and area of 8 ft^2. Angle ABC measures 30 degrees. What is the volume of the pyramid, to the nearest cubic foot?
The formula to compute the area for a solid oblique pyramid which has a regular pentagonal base is V=1/3*h*B where "h" represent the height and "B" for the area of the base. In the given problem area is given which is equal to 8ft² and height is 2.16. Then we can solve for the volume such as shown below: V=1/3*2.16*8 V=5.76 ft³
