Question

Volume

What is the height of the prism?

The volume of a right octagonal prism is 30 cubic feet.

The area of the octagonal base is 8 square feet.

B = 8 sq.ft

What is the height of the prism ?

Answer 1

3.75

Explanation:

Answer 2

3.75 feet.

Explanation:

Given:

The volume of a right octagonal prism is 30 cubic feet.

The area of the octagonal base is 8 square feet.

Question asked:

What is the height of the prism ?

Solution:

As we know:

`Volume\ of \ octagonal-prism=base\ area* height`

`30=8* height\\ \\ By\ dividing\ both\ sides \ by\ 8\\ \\ (30)/(8) =(8)/(8) * height\\ \\ 3.75=height`

Therefore, height of the prism is 3.75 feet.