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Hi ziyuen,

When two entities (people, trains, etc.) are approaching one another, you have to consider the COMBINED speed that they're traveling - and the TOTAL DISTANCE that they're covering together. Here, we have two trains - traveling 72 mph and 48 mph - so combined, they travel 120 miles per hour. That means they travel a total of 120/60 = 2 miles per minute. Thus, when they're 1 minute from 'meeting', the distance between them is 2 miles.

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hazelnut
If two trains ,travelling at a speed of 72mph and 48 mph respectively, are approaching each other from opposite direction; what is the distance between them 1 minute before the collision ?

A)2 miles
B)3 miles
C)4 miles
D)5 miles
E)none of the above.
Distance is \(\frac{72+48}{60}\) Miles/min = 2 Miles/Min

So, The distance between them 1 minute before the collision is 2 Miles, answer will be (A)
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hazelnut
If two trains ,travelling at a speed of 72mph and 48 mph respectively, are approaching each other from opposite direction; what is the distance between them 1 minute before the collision ?

A)2 miles
B)3 miles
C)4 miles
D)5 miles
E)none of the above.

The distance 1 minute before they collide is the total distance they travel in 1 minute, which is:

72 x 1/60 + 48 x 1/60

(72 + 48) x 1/60

120 x 1/60

2 miles

Answer: A
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