Two trains for palwal leave kanpur at 10a.m and 10:30 am and travel at the speeds of 60 kmph and 75 kmph respectively. after how many kilometres from kanpur will the two trains be together? ans: 150 km
Answers
Answered by
62
Well, the question is very easy to solve. You need to take a bit help of linear scaling system.
Let's assume the two trains be A and B.
For train A:
Speed = 60km/hr i.e. In 60km in 1 hr and 30km in 30 mins.
At 10:00 am = Distance covered is 0km.
At 10:30 am = Distance covered is 30km.
At 11:00 am = Distance covered is 60km.
At 11:30 am = Distance covered is 90km.
At 12:00 pm = Distance covered is 120km.
At 12:30 pm = Distance covered is 150km.
Similarly For train B:
Speed = 75km/hr i.e. In 75km in 1 hr and 37.5km in 30 mins.
At 10:30 am = Distance covered is 0km.
At 11:00 am = Distance covered is 37.5km.
At 11:30 am = Distance covered is 75km.
At 12:00 pm = Distance covered is 112.5km.
At 12:30 pm = Distance covered is 150km.
Therefore, both the trains meet at 12:30 pm and after traveling 150km.
Let's assume the two trains be A and B.
For train A:
Speed = 60km/hr i.e. In 60km in 1 hr and 30km in 30 mins.
At 10:00 am = Distance covered is 0km.
At 10:30 am = Distance covered is 30km.
At 11:00 am = Distance covered is 60km.
At 11:30 am = Distance covered is 90km.
At 12:00 pm = Distance covered is 120km.
At 12:30 pm = Distance covered is 150km.
Similarly For train B:
Speed = 75km/hr i.e. In 75km in 1 hr and 37.5km in 30 mins.
At 10:30 am = Distance covered is 0km.
At 11:00 am = Distance covered is 37.5km.
At 11:30 am = Distance covered is 75km.
At 12:00 pm = Distance covered is 112.5km.
At 12:30 pm = Distance covered is 150km.
Therefore, both the trains meet at 12:30 pm and after traveling 150km.
Answered by
4
Answer:
150 km
Step-by-step explanation:
let x be the time
(60/(x-3)) = 75/(x)
on solving x we got x as 150 km
from this u can also find out the timing :150 km / 75 kmph =2 hr
2 hrs from 10:30 i.e 12.30 both trains meet each other
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