3. Another way to measure an angle is to compare the length of the arc that...
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3. Another way to measure an angle is to compare the length of the arc that the angle sweeps out on a circle to the radius of the circle. That is: radians arc length radius Using this information, complete the following: (a) An angle of 1 radian in a circle of radius 4 cm will sweep out an arc length of cm. (b) An arc length of 10 m on a circle of radius 5 m is swept out by an angle of radians. (c) An angle of 3 radians in a circle of radius 12 m will seep out an arc length of m. 3. Another way to measure an angle is to compare the length of the arc that the angle sweeps out on a circle to the radius of the circle. That is: radians arc length radius Using this information, complete the following: (a) An angle of 1 radian in a circle of radius 4 cm will sweep out an arc length of cm. (b) An arc length of 10 m on a circle of radius 5 m is swept out by an angle of radians. (c) An angle of 3 radians in a circle of radius 12 m will seep out an arc length of m.
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