If a circle has a central angle of 2π/3 and a radius of 27 millimeters, how long is the arc formed by that ang

Question

If a circle has a central angle of 2π/3
 and a radius of 27 millimeters, how long is the arc formed by that angle?(1 point)
Responses

18π
 mm
18 pi  mm

15π
 mm
15 pi mm

67.5π2
 mm
Start Fraction 67.5 pi over 2 End Fraction mm

5π/18
 mm

GPT-5 mini · Answer

Arc length s = rθ. Here s = 27*(2π/3) = 18π mm.

If a circle has a central angle of 2π/3
and a radius of 27 millimeters, how long is the arc formed by that angle?(1 point)
Responses

18π
mm
18 pi mm

15π
mm
15 pi mm

67.5π2
mm
Start Fraction 67.5 pi over 2 End Fraction mm

5π/18
mm

All Answers 1

Submit Your Answer

If a circle has a central angle of 2π/3 and a radius of 27 millimeters, how long is the arc formed by that angle?(1 point) Responses 18π mm 18 pi mm 15π mm 15 pi mm 67.5π2 mm Start Fraction 67.5 pi over 2 End Fraction mm 5π/18 mm

All Answers 1

Submit Your Answer

If a circle has a central angle of 2π/3
and a radius of 27 millimeters, how long is the arc formed by that angle?(1 point)
Responses

18π
mm
18 pi mm

15π
mm
15 pi mm

67.5π2
mm
Start Fraction 67.5 pi over 2 End Fraction mm

5π/18
mm