Formula for volume of a cylinder

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Let us learn about "Formula for volume of a cylinder"

The cylinder has two parallel faces in its structure. The height of the cylinder is perpendicular to the two bases. The cylinder has a round base and a perpendicular height. First we have to Multiply pi and the constants. Then multiply the constant values with the given height of the cylinder. The volume of the cylinder formula depends on the area of the cylinder. The formula for surface area of the cylinder can be written as,

Surface area of cylinder = 2 *pi * r² + 2 * pi * r * h

Volume of Cylinder (formula)

The formula for volume of the cylinder depends on the area of the cylinder. The area of the cylinder can be written as, A = pi * r². Here, pi is the constant value and r is the radius of the cylinder. To find the volume of the cylinder we have to multiply the height of the cylinder to the area of the cylinder. The formula for the volume of cylinder can be written as,
Volume of cylinder = pi * r² * h.
Here, pi is the constant variable, r is the radius of the cylinder and h is the height of the cylinder. The constant variable pi is equal to (22 / 7) or 3.14.
Note: A cylinder looks like a round pipe. A new pencil, electric poles are examples of a cylinder.

A cylinder has 3 faces, 1curved face and 2 flat faces. It has 2 curved edges.

In our next blog we shall learn about " exponential form"

I hope the above explanation was useful.Keep reading and leave your comments.