Two identical train take 3 second to pass one another when going in opposite direction.But take only 2.5 second,if the speed of one is increased by 50%. The time one would take to pass the other when going in same direction at their original speed is-(both train is moving with constant velocity)
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let train A is moving along positie x axis with vel = +V
train B along negative x axis = -U
vel of train A with respect B is = V-(-U) = V+U
let S be distance
S=(V+U)3
S=(V + U + U/2)2.5
=> S= (V+3/2U)2.5
get v and u in terms of S
then apply S=(V-U)t (now V along and u in same direction v=V-U)
and find t
may be answer 30/4 secs
train B along negative x axis = -U
vel of train A with respect B is = V-(-U) = V+U
let S be distance
S=(V+U)3
S=(V + U + U/2)2.5
=> S= (V+3/2U)2.5
get v and u in terms of S
then apply S=(V-U)t (now V along and u in same direction v=V-U)
and find t
may be answer 30/4 secs
aditi2438:
correct answer is 15 second
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