Question

Describe the relationship between the two quantities. Volume of a cylinder; Height & radius of cylinder's base.

Answer 1

V = pi r^2 h

Explanation:

Volume = the constant pi times the square of radius of the base * height

Answer 2

The Volume is directly proportional to the radius in the Base Area and the height of a Cylinder

Explanation:

Well, every time you check it out the Volume of Cylinder

`V=\pi r^(2)h`

You can view it as:

Base Area times the height

Base Area= \pi r^{2} Circle Area

Height =h

So the Volume is directly proportional to the radius in the Base Area and the height of a Cylinder. The higher the cylinder, the more volume it will be able to take. The larger the base (bigger the radius) the greater capacity it will take.