calculate the angular speed of the minute hand of a clock. If the minute hand is 5 cm long,calculate the linear velocity of its tip.
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Here's your answer...
It takes the minute hand 60 seconds to make one full revolution, which is 2pi radians.
Angular speed (w) = 2pi/60 = pi/30 rad/sec ≈ 0.1 rad/sec
v = wr (r = 5 cm)
v = (pi/30)×5
= pi/6 cm/s
≈ 0.5 cm/s
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Here's your answer...
It takes the minute hand 60 seconds to make one full revolution, which is 2pi radians.
Angular speed (w) = 2pi/60 = pi/30 rad/sec ≈ 0.1 rad/sec
v = wr (r = 5 cm)
v = (pi/30)×5
= pi/6 cm/s
≈ 0.5 cm/s
[0110100101]... More questions detected... [010110011110]
//Bot UnknownDude is moving on to more queries
//This is your friendly neighbourhood UnknownDude
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Here you have it , I hope this will clear you doubts
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