A train cross a pole in 25 seconds and a 240 meters longplatform in 40 seconds. Find the length of the train?
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A train cross a pole in 25 seconds and a 240 meters longplatform in 40 seconds. Find the length of the train?
250 m
200 m
300 m
400 m
350 m
Let the train length be L metres. Its speed is L/25, and crossing the platform gives speed (L + 240)/40. Equating these gives 40L = 25L + 6000, so L = 400 metres.
Let the length of the train be L and its speed be S. Using the pole crossing, the speed S equals L divided by 25. Using the platform crossing, the speed S equals (L + 240) divided by 40. Equating the two expressions gives L divided by 25 equals (L + 240) divided by 40. Solving this equation, 40L equals 25L plus 6000, which leads to 15L = 6000, so L = 400. The length of the train is 400 m.