SOLUTION: A courier who travels at the rate of 6.5 mi/hour is followed, after 30 minutes, by another
who travels at the rate of 7.5 mi/hour. After how many more hours will the second
over
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-> SOLUTION: A courier who travels at the rate of 6.5 mi/hour is followed, after 30 minutes, by another
who travels at the rate of 7.5 mi/hour. After how many more hours will the second
over
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Question 1171040: A courier who travels at the rate of 6.5 mi/hour is followed, after 30 minutes, by another
who travels at the rate of 7.5 mi/hour. After how many more hours will the second
overtake the first. Answer by ikleyn(52898) (Show Source):
From the point of view of the second courier, the first courier has a head-start of 6.5 miles x 0.5 of an hour,
which is, actually, 3.25 miles.
Every hour, the second courier diminishes the distance between them at the rate of (7.5-6.5) = 1 miles per hour.
Hence, the second courier will overtake the first one in = 3.25 hours = 3 hours = 3 hours = 3 hours and 15 minutes.
Solved.
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Good problem to exercise the common sense of mature students/persons and to explain the solution to the 2-nd grade students.