Question

An arc of a circle measures 2.4 radians. To the nearest degree, what is the measure, in degrees, of this arc

Answer 1

The measure of  given arc of circle 2.4 radians in degrees is 137.57.

According to the given question.

Arc of a circle = 2.4 radians

We have to fin dthe arc of the circle in degrees.

As,

π radians = 180 degrees

⇒1 radians = 180/π

So, to convert the radians to degrees we have to multiply the given quantity with 180/π.

Therefore, the measure of given arc of circle 2.4 radians in degrees is given by

2.4 × 180/π

= 2.4 × 180/3.14

= 0.76 × 180

= 137.57 degrees

Hence, the measure of  given arc of circle 2.4 radians in degrees is 137.57.

Find out more information about how to convert radians in degrees here:

brainly.com/question/11236954

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