Question

What is the arc length of s in the figure below​

Answer 1

The arc length of s in the figure below​ is 2.18ft.

In the figure below, what is the arc length of s?

Angle length = theta/360 * 2r

The radius r = 1ft

125 degrees = theta

Replace in the formula

Arc length = 125/360 * 2(3.14)* 1

The arc length is 785/360.

2.18ft is the length of the arc.

As a result, the length of the arc is 2.18ft.

Answer 2

2.18ft

Explanation:

what is the arc length of s in the figure below​

Length of the arc = theta/360 * 2πr

r is the radius = 1ft

theta = 125 degrees

Substitute into the formula

Length of the arc = 125/360 * 2(3.14)* 1

Length of the arc = 785/360

Length of the arc = 2.18ft

Hence the length of the arc is 2.18ft