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How do you convert arc to time? - Answers

To convert arc (angular distance) to time, you can use the formula based on the speed of the rotating object. If you know the angular velocity (in degrees per second or radians per second) and the arc length (in degrees or radians), you can calculate the time it takes to travel that arc by dividing the arc length by the angular velocity. For example, if an object rotates at 30 degrees per second and you have an arc of 90 degrees, the time taken would be 90 degrees ÷ 30 degrees/second = 3 seconds.



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How do you convert arc to time? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_convert_arc_to_time

To convert arc (angular distance) to time, you can use the formula based on the speed of the rotating object. If you know the angular velocity (in degrees per second or radians per second) and the arc length (in degrees or radians), you can calculate the time it takes to travel that arc by dividing the arc length by the angular velocity. For example, if an object rotates at 30 degrees per second and you have an arc of 90 degrees, the time taken would be 90 degrees ÷ 30 degrees/second = 3 seconds.



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https://math.answers.com/math-and-arithmetic/How_do_you_convert_arc_to_time

How do you convert arc to time? - Answers

To convert arc (angular distance) to time, you can use the formula based on the speed of the rotating object. If you know the angular velocity (in degrees per second or radians per second) and the arc length (in degrees or radians), you can calculate the time it takes to travel that arc by dividing the arc length by the angular velocity. For example, if an object rotates at 30 degrees per second and you have an arc of 90 degrees, the time taken would be 90 degrees ÷ 30 degrees/second = 3 seconds.

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      To convert arc (angular distance) to time, you can use the formula based on the speed of the rotating object. If you know the angular velocity (in degrees per second or radians per second) and the arc length (in degrees or radians), you can calculate the time it takes to travel that arc by dividing the arc length by the angular velocity. For example, if an object rotates at 30 degrees per second and you have an arc of 90 degrees, the time taken would be 90 degrees ÷ 30 degrees/second = 3 seconds.

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