# What is the Arc Length of an Angle of π/3 Radians Formed on the Unit Circle?

We will be using the formula of arc length to solve this.

## Answer: The Arc Length of an Angle of π/3 Radians Formed on the Unit Circle is π/3.

Let's solve this step by step.

**Explanation: **

Given: Angle (θ) = π/3 radians

We know that the arc length formula in radians can be expressed as arc length = θ × r

Where θ = Central angle of Arc, r = Radius of the circle

r = 1 [ Unit circle]

Thus,

Substituting the values of r and θ in the formula,

Arc length = θ × r

Arc length = π/3 × 1

= π/3

### Hence, the arc length of an angle of π/3 radians formed on the unit circle is π/3.

Math worksheets and

visual curriculum

visual curriculum