After how much time would they meet for the first time at a point diametrically opposite to the starting point on the track?
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When two persons A, and B are running around a circular track of length L mts with speeds of a, b m/s in the same direction
They meet each other at any point on the track is L(a−b) seconds
They meet each other at exactly at the starting point = (La,Lb) seconds
They meet each other at any point on the track is L(a−b) seconds
They meet each other at exactly at the starting point = (La,Lb) seconds
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