The angular velocity of a particle moving in a circular path at 100 revolution
per minute is about
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Given :
Number of revolutions(N) = 100
To find:
The angular velocity of the particle
Calculation:
The angular velocity of the particle is given by
ω = 2πN/60
By substituting the given values in the above equation, we get
=> ω = 2πN/60
=> ω = 2π(100)/60
=> ω = 10π/3
=> ω = 10.47 rad/sec
The angular velocity of the particle is 10.47 rad/sec
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