A cricket ball of mass 150 g moving with a speed
of 30 ms–1 is brought to rest by a player in 0.03 s.
Find (i) the change in momentum of the ball
(ii) the average force applied by the player.
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Answers
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Explanation:
change in momentum = mv-mu
Delta p = m(v-u)
as the object comes to rest so v = 0
u = 30 m/s²
m= 150g = 0.150 kg
p= 0.150× (0-30)
-4.5 kgm/s
-ve sign indicate the breaks are applied which is friction force.
f= ma
m(v-u) /t
= 0.150(0-30)/0.03
= -4.5/0.03
= -150N
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