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A swimming pool is of length 50 m. A and B enter a 300 m race starting simultaneously at one end of the pool at speeds of 3 m/s and 5 m/s. How many times will they meet while travelling in opposite directions before B completes the race?
Twice
Thrice
Once
5 Times
Let us say the pool starts from P and ends at Q. B being the quicker one will reach Q first. B will reach Q after 10 seconds. A will take 50/3 = 16.67 seconds to reach Q, so between 10s and 16.67 seconds they meet once. First, let us have a table where we know times when A, B would be at the end points
We see that the critical time slots are multiples of 10 seconds and multiples of 16.67 seconds. So, let us break the time from 0 to 60 seconds into these slots and see in which direction A and B travel.
They cross each other thrice totally. Between 10 and 16.67 seconds for the first time; between 20 and 30 seconds for the second time; and between 33.33 to 40 seconds for the third time. Hence, they meet 3 times before B finishes the race.
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