A particle is moving along a straight line y =
3 m at a velocity 5 m/s. Its angular speed
about origin when it is at point P(4 m, 3 m)
is
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Answer:
w = v sin(Q) / r
Where r is the position vector of point P(4m, 3m)
v sin(Q) is the perpendicular component of velocity to the position vector.
OP = r = √(16m2 + 9m2 ) = 5m
sin(Q) = 3/5
-
w = (5 x 3/5) / 5 = 0.6 radian / second
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