Question
Ravi travels from point βPβ to point βQβ. If he
drives at 72 km/h, he reaches 40 minutes early. If he drives at 48 km/h, he reaches 50 minutes late. What is the distance between point βPβ and point βQβ?Solution
Let the distance between point βPβ and point βQβ be βdβ km Let the correct time to travel be βtβ hours According to the question, (d/48) = t + (50/60) = t + 0.833 And, (d/72) = t - (40/60) = t - 0.667 Or, (d/48) - (d/72) = 0.833 + 0.667 = 1.5 Or, (3d - 2d) Γ· 144 = 1.5 Or, d = 1.5 Γ 144 = 216 Therefore, distance between point βPβ and point βQβ is 216 km.
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