For each of the following angles, assume that the terminal ray of the angle opens up in the counter-clockwise direction. A circle with a radius 7 cm long is centered at Angle A's vertex, and Angle A subtends an arc length of 9.8 cm along this circle. The subtended arc is how many times as long as the circle's radius

1 answer
Question:

For each of the following angles, assume that the terminal ray of the angle opens up in the counter-clockwise direction. A circle with a radius 7 cm long is centered at Angle A's vertex, and Angle A subtends an arc length of 9.8 cm along this circle. The subtended arc is how many times as long as the circle's radius

Answers

9514 1404 393Answer:   1.4Step-by-step explanation:We want to find the multiplier n such that ...   arc length = n × radius   n = arc length / radius = (9.8 cm)/(7 cm)   n = 1.4The subtended arc is 1.4 times as long as the circle's radius.

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