A bus left 60 minutes later than the scheduled time but in order to reach its destination 48 km away in time, it had to increase the speed by 4 km/hr from the usual speed. What is usual speed (in km/hr) of the bus?
Given $$D = 48$$. Then $$S \times T = 48$$ ....(1)Â
$$(T - 1) (S + 4) = 48$$
$$TS + 4T - S - 4 = 48$$
Substitute (1) in the above equation
$$48 + 4(\frac{48}{S}) - S - 4 = 48$$
$$S^{2} + 4S - 192 = 0$$
$$S = 12, -16$$(which cannot be a solution)
Hence, option B is the correct answer.
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