the tip of second's hand of a clock takes 60 seconds to move one on the circular dial of the clock. if the radius of the dial of the clock be 10.5 cm, calculate the speed o the tip of the second,s hand of the clock . ( given radius = 22/7)
Answers
Answered by
357
The tip of the second's hand will cover the circumference that is 2πr
2×3.14×10.5
=66 cms and it takes 60 seconds to complete it and hence 66/60 is 1.1 cm/s
2×3.14×10.5
=66 cms and it takes 60 seconds to complete it and hence 66/60 is 1.1 cm/s
Answered by
94
In 60 minutes, minute hand traces a full circle which means in 30 minutes, minute hand traces a half circle.
Therefore, distance covered by tip of the minute hand in 30 minutes
The tip of the second's hand will cover the circumference that is 2πr which is 2×3.14×10.5 =66 cms as well as it takes 60 seconds to complete it and
hence 66/60 is 1.1 cm/s
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