# Area of a Hexagon Calculator

**Hexagon** is one of the most **complex** geometrical figures in mathematics with **multiple** sides. It makes the task to **calculate** its area harder for **almost **every student. The **reason** is students, like you, might be **confused** about its different **sides**. Do you want to make this **calculation** easier and faster?

If your **answer** is yes, you are on the **right** page to **learn** about it. **To calculate** the area of a hexagon, you should **need** to use this **calculator**. It will help you **accurately** find the area of this **figure** without taking **much** time. You should use this **area of a hexagon calculator** to complete your **assignments** without mistakes.

**Table of Contents**

## What is the Area Of A Hexagon?

The area of a **hexagon** is the region or **space** that comes under the **boundaries** of a specific figure. A hexagon is a **six-sided** closed figure that **expands** in 2 dimensions only. The measures of **all** sides of this specific figure are **equal**.

It **means** that this figure is **regular** in a manner with the **same** measures for all its **lengths**. As it has six sides, so, it has **6 angles** too where all connecting points** join** with each other. The overall **internal** angle of this specific figure is **720** degrees.

### How to calculate the area Of A Hexagon?

To calculate the area of a hexagon, you have to use a specific formula given below. Just read and understand it to learn how to complete this task.

Area of a hexagon = 3√3/2 ✖ a^{2}square units

Here, “a” **represents** the length of any side of **this **figure. Keep in **mind **the units of the area of a **hexagon **will be square of the **units** of the measurements. **For example**, if we get the measurement in “**meters**”, the units for the area of the hexagon will be "**meter ^{2} **or

**m**".

^{2}To let you understand properly, we have solved an example here.

**Example 1:**

Find the area of a hexagon if the measure of its side is 5 cm.

**Solution:**

To find the area of a hexagon, we have to put the values in the following formula.

Area of a hexagon = 3√3/2 ✖ a^{2}square units

= 3√3/2 ✖ (5)^{2}cm^{2}

= 64.95 cm^{2}

### How to Use the Area Of A Hexagon Calculator?

If you don’t want to invest much time to find the area of a hexagon, you should use this maths calculator by Calculator’s Bag. It is a simple tool that can be used by anyone.

- Write the measure of the side of the hexagon in the input box.
- This calculator will automatically show you the area of that hexagon.
- It will also show you parameters including long diagonal, short diagonal, and perimeter.

### FAQ | Area Of A Hexagon

**How many sides does a hexagon have?**

A hexagon has 6 sides.

**How to find the area of a hexagon? **

To find the area of a hexagon, you have to use the following formula.

Area of a hexagon = 3√3/2 ✖ a^{2}

**How many degrees are in a hexagon? **

In a hexagon, the sum of all angles is 720 degrees.

**How to draw a hexagon? **

To draw a hexagon, you should first draw a circle. Then, pick a compass and stretch it to the size of a radius. Start making cuts on the circumference of the circle using that compass. In the end, join those cuts and remove the boundaries of the circle to get a hexagon.

**What is the area and volume of the hexagon? **

The area and volume of a hexagon are given by:

Area of a hexagon = 3√3/2 ✖ a^{2}

Volume of a hexagon = 3√3/2 ✖ a^{2}h

Keep in mind that the volume of a hexagon is only calculated if it spreads in three dimensions and has a specific height.

**How do you divide a hexagon into 6 equal parts? **

We can divide the hexagon into 6 equal parts by joining the opposite corners of its sides.