Question

An oblique prism has a volume of 144 cubic units. The area of its base is 24 square units. What is they pependicular height of the prism?

Answer 1

it should be 6 because you can divide 144 from 24 or multiply 24 times 6.

`24 * 6 = 144 \\ \sqrt[24]{144}`
Hope it's good information

Answer 2

Perpendicular height of prism is:

6 units

Explanation:

Volume of oblique prism is equal to base area times height

i.e. Volume=
`Base\ Area* Height`

We are given Base area= 24 square units

Volume= 144 cubic units

so, 144= 24 × Height

Height = 144/24

Height =6 units

Hence, Perpendicular height of prism is:

6 units