The length of a circular arc can be calculated with the formula 

s = \text{2π}r \times \dfrac{\text{α}}{360^\circ}

. This video explains each of the terms in the formula with examples.

How Do You Calculate the Length of a Circular Arc?

The ratio of a circle’s circumference to its diameter. Its value is approximately 3.14, andits symbol is the Greek letter \pi

A set of points that has the same fixed distance from a point, called the center of the circle.

Length of the boundary of a circle or ellipse

Any line segment from the center of a circle to its circumference

The part of a circle that lies between two points on its circumference

A measure of the separation between two rays which share a common starting point

The part of a line that lies between two points on that line

Every number in a multiplication problem that is multiplied is called a factor.

Mathagon

The Number π

Circumference of a Circle

Area of a Circle

Length of a Circular Arc

Area of a Circular Sector

Circles

Definition

The length of a circular arc can be calculated with the formula s = 2πr x α/360 degrees. This video explains each of the terms in the formula with examples. 