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Important Formulas - Problems on Trains 1. x km/hr = x×518 m/s 2. y m/s = y×185 km/hr 3. Speed = distance/time s = d/t 4. velocity = displacement/time v = d/t 5. Time taken by a train x meters long to pass a pole or standing man or a post = Time taken by the train to travel x meters. 6. Time taken by a train x meters long to pass an object of length y meters = Time taken by the train to travel (x + y) metres. 7. Suppose two trains or two objects are moving in the same direction at v1 m/s and v2 m/s where v1 > v2, then their relative speed = (v1 – v2) m/s 8. Suppose two trains or two objects are moving in opposite directions at v1 m/s and v2 m/s , then their relative speed = (v1+ v2) m/s

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Important Formulas - Problems on Trains1. xkm/hr =x518m/s

2. ym/s =y185km/hr

3. Speed = distance/times = d/t

4. velocity = displacement/timev = d/t

5. Time taken by a train x meters long to pass a pole or standing man or a post= Time taken by the train to travel x meters.

6. Time taken by a train x meters long to pass an object of length y meters= Time taken by the train to travel (x + y) metres.

7. Suppose two trains or two objects are moving in the same direction at v1 m/s and v2 m/s where v1 > v2,then their relative speed = (v1 v2) m/s

8. Suppose two trains or two objects are moving in opposite directions at v1 m/s and v2 m/s ,then their relative speed = (v1+ v2) m/s

9. Assume two trains of length x metres and y metres are moving in opposite directions at v1 m/s and v2 m/s, ThenThe time taken by the trains to cross each other = (x+y) / (v1+v2) seconds

10. Assume two trains of length x metres and y metres are moving in the same direction at at v1 m/s and v2 m/s where v1 > v2, ThenThe time taken by the faster train to cross the slower train = (x+y) / (v1-v2) seconds

11. Assume that two trains (objects) start from two points P and Q towards each other at the same time and after crossing they take p and q seconds to reach Q and P respectively. Then,

A's speed: B's speed =q:p