# Information on how do you find the volume of a cylinder

Before anything else, let us initially clear out what a cylinder actually is. Basically these are simple geometric shapes that have two parallel, and equally sizes bases. If truth be told, finding the **volume of cylinder** is extremely easy, and students typically don’t have much problems in doing so.

## What is the formula for the volume of a cylinder?

The **formula for the volume of a cylinder** is truly very simple. If you want to **find the volume of a cylinder**, then the formula that you need to make use of is: **V = hπr²** wherein h is the height, and r is the radius of the cylinder.

## Here’s how you need to go about using this formula:

To begin with, it is necessary for you have knowledge about the radius of the circular base in order to work on the **formula volume of a cylinder**. The radius of either circle would be fine considering that they will be of the same size. Let us suppose that the radius of the circle is 2 inch. Now, you need to also know the height of the cylinder to be able to work on the **formula for the volume of a cylinder**. Here, let us consider that the height of the cylinder is around 6 inches. Here’s how you need to plug in these values to the formula that will help you see **how do you find the volume of a cylinder**:

V = h πr

V = 6 Π 2²

When you calculate the values here, the expression is then going to become:

V = 6 Π _{4}

Upon calculating the values here, we would find that the volume of the cylinder comes down to being around:

V = 24Π

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