If the trains meet in 4 hours then the speed of the trains is 150 miles per hour and the speed of second train be 166 miles per hour.
Given the distance between trains be 664 miles and the speed of one train is 16 miles more than the other train.
We are required to find the speed of both the trains.
Speed is basically the distance that a thing covers in a particular time period.
Speed=Distance/Time
let the speed of first train be x miles per hour.
According to question the speed of the second train be (x+16) miles per hour.
Taking first train:
Speed =Distance/Time
x=664/4
=166
Taking second train:
Speed=Distance/Time
x+16=664/4
x+16=166
x=150
Hence if the trains meet in 4 hours then the speed of the trains is 150 miles per hour and the speed of second train be 166 miles per hour.
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