Question

A piece of cheese is cut in the shape of the sector of a circle of radius $6$cm. The thickness of the cheese is $7$ cm.

Find The volume of the cheese piece.

Answer 1

As piece of cheese is part of cylinder,
Cylinder is 360 degree and cheese is 60 degree,
So volume of cheese=
$V=60/360\ast \Pi {\left(r\right)}^2\ast h$
$V=60/360\ast \Pi {\left(6\right)}^2\ast 7$
$V=132c{m}^2$