# Cylinder Volume Calculator

Cylinder volume calculation requires multiple measures, as well as a **student**, has to perform multiple **Mathematical** operations at the same time. That’s why there are **huge chances** to get the wrong answer or make mistakes in this regard. To keep your work **error-free**, you can use the **cylinder volume calculator**.

This online tool has been designed for this purpose only. It can quickly figure out the volume of **any cylinder **with any measures that you will insert into it. This maths calculator can help you in completing your **assignments** quickly and with accuracy. Let’s read about this calculator and the manual process to find the **volume** too.

**Table of Contents**

## What is Cylinder Volume?

A **cylinder** is a **three-dimensional shape**, figure, or object that can be **hollow** from the inside. This particular figure has a specific **radius** like a circle because it has a round shape. The volume of a **cylinder** is the area covered by the body of a cylinder in all **three dimensions**.

It means that the **region** that is covered by the hollow **inner portion** of the cylinder will be called its volume. We can find the volume of a **cylinder quickly** just by inserting its measurements like radius and **height**.

### Cylinder volume formula

To find the volume of a cylinder, you only need to know the height and radius. Here is the formula that you need to follow in this regard.

Volume of Cylinder = (𝛑) (r^{2})(h)

Here:

- “r” represents the radius of the cylinder.
- “h” represents the height of the cylinder.
- “𝛑” is a specific constant used in Mathematics.

### How to calculate cylinder volume?

To calculate the cylinder volume, you only need to put the measures in the above formula. Whether you use the manual process or using a cylinder volume calculator, the same formula will be used.

We have solved an example here to let you understand the process properly.

**Example 1:**

Find the volume of a cylinder if its radius is 5 cm and the height is 11 cm.

**Solution:**

As we know,

Volume of Cylinder = (𝛑) (r^{2})(h)

By putting the given values:

Volume = (3.14) (5)^{2}(11) cm^{3}

= 863.938 cm^{3}

### How to use the cylinder volume calculator?

If you have complex values and looking to find the **volume of a cylinder quickly**, you can use this tool by Calculator’s Bag. This online calculator will quickly solve the question using your inserted data and show you the output.

- Insert the measurements of the radius
- Insert the measure of height
- This calculator will automatically follow the formula and show you the volume of the cylinder

### FAQ | Cylinder Volume

**What is the easiest way to find the volume of a cylinder?**

The easiest way to find the volume of a cylinder is by using the following formula:

Volume of Cylinder = (𝛑) (r^{2})(h)

**What does the volume of a cylinder depend on? **

The volume of a cylinder depends on the radius and height.

**How do you find the volume of a cylinder? **

We can find the volume of a cylinder by using a specific formula that depends on the radius and height.

**Can two different cylinders have the same volume?**

No, two different cylinders can’t have the same volume because the measures of radius and height will be changed.

**Does pressure increase the volume? **

No, pressure doesn’t increase the volume. But it can lower the volume of a gas-filled in the cylinder.