A cone has a height of 7 ft and a radius of 4 ft. Which equation can find the volume of the cone?

Solution:

The volume of a cone is defined as the amount of space or capacity a cone occupies. A cone can be framed by stacking many triangles and rotating them around an axis.

A cone is a solid 3-D shape figure with a circular base. It has a curved surface area.

The distance from the base to the vertex is the perpendicular height. 

Given that a cone is of height (h) = 7 ft and the base radius = 4 ft

The volume of the cone with base radius ”r” and height can be found out from the relationship as follows:

Volume of the cone = (1/3)(π)(r)²(height)

= (1/3)(22/7)(4)²(7)

= (1/3)(22)(16)

= 117.33 cubic feet

A cone has a height of 7 ft and a radius of 4 ft. Which equation can find the volume of the cone?

Summary:

A cone has a height of 7 ft and a radius of 4 ft. The equation which is used to find the volume of the cone is (1/3)(π)(r)²(height).