# Area of an ellipse calculator

Finding the area isn’t a difficult task unless you have to deal with complex figures like an ellipse. To **calculate the area of an ellipse**, you need to be an expert in this **branch of Mathematics**. It is because the ellipse is a complex figure and you have to perform some calculations that may not be possible to do for a beginner.

But you can make the task easier by using the **area of an ellipse calculator** that has been designed for this task only. This online Maths Calculator can perform the calculation using your input data within seconds. It means that you will get the **answer** of the Area of an ellipse quickly just after adding data. To use this handy **online tool**, you need to understand what is an ellipse and its related basic **queries**.

**Table of Contents**

## What is an ellipse?

It is a particular **figure** that looks like an oval or a **squashed circle**. It means an ellipse is neither a **circle** nor a perfect oval, but it is something between these two most common shapes of **Geometry**.

This figure is normally considered an extended shape of a **cone** that has been made by **slicing** a perfectly drawn cone. As it does not have a perfect shape like a circle or **oval**, it is hard to find the area of an **ellipse**.

## What is the area of an ellipse?

The main problem in **finding** the area of an ellipse is the difference between the lengths of the **axis** of an ellipse. Yes, it has a major and minor axis as per the length from the **central point** of **an ellipse**.

To find the area of an ellipse, you can use the following formula.

Area of an ellipse = ab𝞹

Here,

By finding the lengths for these axes, you can easily find the Area of an ellipse. These measurements are normally given in the question related to this problem.

- “a” represents the major axis/radius
- “b” represents the minor axis/radius

By finding the lengths for these axes, you can easily find the Area of an ellipse. These measurements are normally given in the question related to this problem.

## How to calculate the area of an ellipse?

You only need to put the values in the above formula to find the **area of an ellipse**. It won’t take more than a **few minutes** if you have simple values. But you can use the area of an **ellipse calculator** while dealing with **complex problems**.

For your understanding, we have solved an example here in the following section.

**Example 1:**

Find the Area of an ellipse with a major axis of 11 cm and the minor axis of 3 cm.

**Solution:**

To find the area of an ellipse, we only have to put the values in the formula. We also know that 𝞹 is equal to 3.14. So,

Area of an ellipse = (11)(3)(3.14)

= 103.673 cm^{2}

### How to use the area of an ellipse calculator?

To use this calculator given by Calculator’s Bag, you need to follow these steps.

- Insert the length of the major radius
- Insert the length of the minor radius s
- The calculator will instantly show the Area of an ellipse

### FAQ | Area of an ellipse

**How do you find the area of an ellipse? **

To find the area of an ellipse, you only need to find the values of the major radius and minor radius. You need to multiply these values with the constant number “𝞹” to find the Area.

**How do you solve an ellipse problem?**

The solution to an ellipse problem depends on the given data and required output. For example, if we need to find the Area, we need to multiply the major axis and the minor axis with “𝞹”. Similarly, we need to use a different approach for finding other measurements.

**How many foci are in an ellipse?**

An ellipse has 2 foci.

**What is the width of an ellipse? **

The width of an ellipse can be found by doubling the length of the minor axis.