Question
Two athletes start running on a circular track of 5000 meters from the same point at the same time. Their speeds are 72 km/h and 108 km/h respectively. If they run in opposite directions, after how many seconds will they meet for the first time?
Solution
ATQ, Length of the circular track = 5000 meters. Speed of first athlete = 72 km/h. Convert into m/s: 72 Γ 5 Γ· 18 = 20 m/s. Speed of second athlete = 108 km/h. Convert into m/s: 108 Γ 5 Γ· 18 = 30 m/s. Since they run in opposite directions, relative speed = 20 + 30 = 50 m/s. They will meet again for the first time when together they cover one full round. Time taken = 5000 Γ· 50 = 100 seconds.
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