The measure of an angle in radians is the ratio of the arc length created by the angle to the circle’s radius.

Question

The measure of an angle in radians is the ratio of the arc length created by the angle to the circle’s radius. If the radius is 6 feet and the arc length is 2π
, then define the angle measure in radians.(1 point)
Responses

π3
Start Fraction pi over 3 End Fraction

3π
3 pi

12π
12 pi

6π

GPT-5 mini · Answer

Angle = arc length / radius = (2π) / 6 = π/3.

The measure of an angle in radians is the ratio of the arc length created by the angle to the circle’s radius. If the radius is 6 feet and the arc length is 2π
, then define the angle measure in radians.(1 point)
Responses

π3
Start Fraction pi over 3 End Fraction

3π
3 pi

12π
12 pi

6π

All Answers 1

Submit Your Answer

The measure of an angle in radians is the ratio of the arc length created by the angle to the circle’s radius. If the radius is 6 feet and the arc length is 2π , then define the angle measure in radians.(1 point) Responses π3 Start Fraction pi over 3 End Fraction 3π 3 pi 12π 12 pi 6π

All Answers 1

Submit Your Answer

The measure of an angle in radians is the ratio of the arc length created by the angle to the circle’s radius. If the radius is 6 feet and the arc length is 2π
, then define the angle measure in radians.(1 point)
Responses

π3
Start Fraction pi over 3 End Fraction

3π
3 pi

12π
12 pi

6π