Question: Two
trains 121 meters and 99 meters in length respectively are running in same
direction, one at the rate of 40 km and the other at the rate of 32 km an hour
.In what time will they be completely clear off each other from the moment they
meet? [Ans. (c) 99 second]
(a) 45 sec (b) 90 sec (c) 99
sec (d) 25 sec (e) None of theseSolution:
Detailed Explanation:
Concept: (1) When two
trains passes each other, they describes a distance equal to the sum lengths of
both the train.
(2) When two objects are
moving in the same direction, then the relative speed of the train is the
difference between the speed of the trains.
In the given question, the
lengths of the trains are 121 meters and 99 meters, so the distance is (121+99)
meters = 220 meters.
Also, the trains are
moving in the same directions with the speed of 40 km/h and 32 km/h, so the
relative speed = (40-32) km/h = 8 km/h = 8×5/18) m/s = 20/9 m/s
Time = 220 m/(20/9) m/s =
99 sec Ans.
Sir 9c method se simplification pbm solve Kar sakte hain kya hum sir plz help that method.I think 9c method is best one for this .
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