A boggy of uniformly moving train is suddenly detached from train and stops after covering some distance. Then, which amongst the following option is correct about the relation between the distance covered by the boggy and distance covered by the train in the same time?
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a
Both will be equal
b
First will be half of second
c
First will be 1/4 of second
d
No definite ratio
answer is B.
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Detailed Solution
Let a be the retardation of boggy, then distance covered by it be sb. If u is the initial velocity of boggy after detachingfrom train (i.e. uniform speed of train) v2 = u2 + 2as ⇒0 = u2 - 2as⇒ sb=u22aTime taken by boggy to stop v=u+at⇒0=u-at⇒t=uaIn this time t, distance travelled by train, st=ut=u2aHence, ration sbst = 12.
A boggy of uniformly moving train is suddenly detached from train and stops after covering some distance. Then, which amongst the following option is correct about the relation between the distance covered by the boggy and distance covered by the train in the same time?