From a right circular cylinder with height `10cm` and radius of base `6cm`, a right circular cone of the same height and base is removed. Find the volume of the remaining solid.

Explanation

Given, Height of cylinder `h=10cm`.
Radius of the base `r=6cm`
Required volume`=`Volume of cylinder`-`Volume of cone
`=> πr^2h-(1/3)πr^2h`
`=> (22/7)xx(6)^2xx10-(1/3)xx(22/7)xx(6)^2xx10`
`=> (22/7)xx[360-120]`
`=> (22/7)xx[240] `
`=> 754.28 cm^3`