What is the volume of the cylinder below?

Question

asked Sep 2, 2022 115k views

1 Answer

Alex Da Silva · Answer 1 · 2022-09-06T02:49:14+0000

Answer:

$Volume=80\pi$
units^(2)

Explanation:

Perpendicular height of the base of cylinder h = 5 units

Slant height I = 6 units

Radius of the cylinder r = 4 units

Volume of the lateral cylinder is

$V = \pi r^(2) h$ -----------(1)

Where r is radius of the cylinder

And h is perpendicular height of the base of cylinder.

Now, we substitute r and h value in equation 1.

$V=\pi$ ×
4^(2) ×

$V=\pi$ ×
x

$V=\pi$ ×

$V=80\pi$
units^(2)

Therefore, the volume of the given cylinder is
$80\pi$
units^2 .