Solution

A cone, a hemisphere and a cylinder stand on equal bases of radius and have equal heights .

We have to prove that their volumes are in the ratio .

From the formula, we have learnt that

Given that the cone, hemisphere and cylinder have an equal base and same height

i.e.

**Hence, the ratio of **the volume of the cone, hemisphere and cylinder is .

Mathematics

A cone, a hemisphere and a cylinder stand on equal bases of radius

We have to prove that their volumes are in the ratio

From the formula, we have learnt that

Given that the cone, hemisphere and cylinder have an equal base and same height

i.e.

**Hence, the ratio of **the volume of the cone, hemisphere and cylinder is

Mathematics