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Two friends Manoj and Sagar start running simultaneously in an opposite direction on a circular track of the length with speed of and , respectively. With every meeting, they exchange their speed and they meet a total of times. How much distance did Sagar cover in total?
(a)
(b)
(c)
(d)None of these

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Important Questions on Arithmetic
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A and B start simultaneously at one end of a swimming pool whose length is . The swimming race is a race of . If A beats B and meets him, times during the course and A 's speed is , then the speed of B could be:

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My digital clock is peculiar. It counts of a normal clock as and such minutes of itself as . It has also a display which shows the day. It was at par with the normal clock at noon on Monday. At of the same day (Actual time), I just read the time display of my weird clock. I read:

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