What is the value of the central angle that rests on an arc of length n / 6 and a radius of 0.3?

In order to find out the value of the central angle, which rests on an arc of length n / 6 and radius 0.3, we will apply a number of properties of the central angle.

Let’s remember the property of the circle that touches the center corner.

So, the central angle is equal to the arc on which it rests.

We can conclude that the central angle specified in the condition is equal to π / 6 = 180 ° / 6 = 30 °.

In this case, the number π is half a circle, and we took its value for the calculation equal to 180 °.

We can write down the answer: 30 °.