Learn about the circumference formula of Circle

As we all know, that circle is not a type of polygon. Consequently, it must not have a perimeter. We make use of a similar kind for a circle, called the area. Let’s take a look at the circumference formula of a circle.

In this short article, we will talk about exactly how to find the area of a circle. Also, circumference formula and instance problems concerning the area of a circle.

About the circumference of a circle and circumference formula

The distance around a polygon such as a square or rectangular shape is called the border (P). On the other hand, the girth of a circle is described as the area (C). As a result, a circle’s circumference is the straight distance of a side of the circle.

Why compute the circumference of a circle?

Discovering the area of things is essential in the following situations:

Whether you desire to buy a bra, trouser or coat, you need to understand your waist or breast’s girth. Though your body isn’t a perfect circle, you will need to gauge its area utilizing a measuring tape. Tailors mainly use this strategy to establish the circumference of an outfit.

You likewise require to understand the area of a circle doing craftwork, putting fencing around your jacuzzi, or only addressing a math problem for college.

Ways to find the circumference of a circle

As mentioned before, a circle’s border or area is the distance around a circle or any circular form. The circumference is the same as the size of a straight line, folded up or curved to make the circle. The area of a circle is gauged in meters, kilometers, lawns, inches, and so on.

. There are two methods of discovering the border or circumference of a circle. The initial formula includes utilizing the radius, and the second entails using the diameter of a circle. It is essential to note that both two techniques yield the very same outcome.

Let’s take a look.

The circumference formula is;

C = 2 * π * R = 2πR


C = Area or perimeter,

R = the distance of a circle,

π = the mathematical consistent called Pi


C = π * D = π D.

Where D = 2R = The size of a circle.

For any circle, the proportion of its circumference to its diameter amounts to a continuous referred to as pi.

Circumference/Diameter = Pi.

C/ D = Pi or C/2R = pi.

The approximate worth of pi (π) = 22/7 = 3.1415926535897 … (a non-terminating value).

For a much easier calculation of a circle area, the worth of pi is required 3.14 (π = 3.14).

Let’s see a few instances below to brighten the principle of area.

Example 1.

Locate the circumference of the circle with a distance of 8 cm.


Area = 2 * π * R = 2πR.

= 2 * 3.14 * 8.

= 50.24 centimeters.