Question

The volume of a triangular pyramid is 336 cm3, the area of its base is 72 cm2, and its height is h cm. What is the value of h?

Answer 1

`h=4.67cm`

Explanation:

From the question we are told that

Volume
`V=336cm^3`

Base Area
`Ba= 72 cm^2`

Generally the equation for the volume of a pyramid is mathematically represented as

`V=(1)/(2) B_a*h`

Therefore

`h=(2V)/(B_a)`

`h=(336)/(72)`

`h=4.67cm`