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Three persons P, Q, R run along a circular track at speeds of 3 km/h, 4 km/h, 6 km/h, respectively. If the length of the track is 36
km, then after how much time will they meet again at the starting point?
38 hours
36 hours
24 hours
28 hours
- The problem involves determining when P, Q, and R will next meet at their starting point, given different running speeds.
- P runs at 3 km/h, Q runs at 4 km/h, and R runs at 6 km/h, all on the same 36 km circular track.
- They meet when each person completes an integer number of laps.
- Calculate the time taken for each to complete one lap: P (12 hours), Q (9 hours), R (6 hours).
- Use the least common multiple (LCM) of these times to find when they will all meet again.
- The LCM of 12, 9, and 6 is 36 hours.
- Correct Answer: Option 2 – 36 hours
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