What is the angular velocity of the hour hand of a clock.
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Answer:
Hyy there
Here's your Ans
Angular velocity equals angular displacement devided by time elapsed .. So for hour hand of a clock to rotate 360° or 2π radian it takes total 12 hours or (12*60) minutes or( 12*60*60) seconds.
Therefore angular velocity = 2π/ (12*60*60) radian per second
Explanation:
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Answer:
The Hour hand goes through 1 complete round of the clock i.e 2 radians in 1 hour= 60 mins =6060= 3600 seconds so hour hand's angular velocity =2/3600 seconds =0.000555 /s.
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