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Cloth Makers Inc. has p spindles, each of which can produce q metres of cloth on an average in r minutes. If the spindles are made to run with no interruption, then how many hours will it take for 20,000 meters of cloth to be produced?
Time taken to make $$(pq)$$ metres of cloth = $$r$$ min
=> Time taken to make 20,000 m of cloth = $$\frac{r}{pq}\times20,000$$ minutes
$$\therefore$$ Required time (in hour) = $$20,000\times\frac{r}{60(pq)}$$
=> Ans - (D)
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