A wheel of radius 10 cm is turning at a rate of 5 revolutions per minute calculate the angle through which the wheel turns in 1 second
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Given Angular velocity =5rev/min =10π/min.
Given Time =1sec.
Finding angular displacement or angle
10π/min = Angle turned /1sec
10π/60sec*1sec=Angle turned.
Angle turned =π/6 rad =30°
the angle through which the wheel turns in 1 second is π/6 rad or 30°
Given Time =1sec.
Finding angular displacement or angle
10π/min = Angle turned /1sec
10π/60sec*1sec=Angle turned.
Angle turned =π/6 rad =30°
the angle through which the wheel turns in 1 second is π/6 rad or 30°
Answered by
14
Answer:
Radius of wheel=10c.m
I revolution of wheel=2 pi r
5 revolution of wheel in per min.= 5×2pi r= 10×pi×10 =100 pi
Revolution in 1 second= 100 pi/60
Angle makes in 1 second
S(distance)= theta r
100pi/60=theta 10
Pi/6 =theta
180/6 = 30 degree
Ans= 30 degree
Step-by-step explanation:
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