a problem on train

a problem on train

Postby burgess » Mon Jul 21, 2014 3:20 am

Help needed to solve math homework problem

Two trains are moving in opposite directions at 60 kmph and 45 kmph respectively. Their lengths are 1.1 km and 0.8 km respectively. In this problem we need to find out the time taken by slower train to cross the faster train?

How to form an equation for this problem?

Thanks
burgess
 
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Re: a problem on train

Postby Guest » Mon Jul 21, 2014 6:00 am

A & C will move towards each other at a "relative speed to each other" equal to the sum of their actual speeds.

The distance travelled from the fronts of the trains meet until the tails of the trains pass apart is the sum of the lengths of the trains.

Time taken will be (Sum of lengths)/(Sum of speeds).
Guest
 

Re: a problem on train

Postby Guest » Mon Jul 21, 2014 6:03 am

I should have said......
The two trains will move towards each other at a "relative speed to each other" equal to the sum of their actual speeds.

The distance travelled from the fronts of the trains meet until the tails of the trains pass apart is the sum of the lengths of the trains.

Time taken will be (Sum of lengths)/(Sum of speeds).
Guest
 

Re: a problem on train

Postby leesajohnson » Wed Jul 20, 2016 5:16 am

Time taken will be (Sum of lengths)/(Sum of speeds)

1.1+ 0.8 = 1.9
60+ 45 = 105

1.9/105 = 0.018

leesajohnson
 


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