The car is one lap behind the leading
car.
The lead car has 49 laps
remaining.
Therefore the second car has 49 + 1 = 50 laps
remaining.
For the lead and the second car to complete the
race at the same time, the relative speed of the two cars be such
that:
(Speed of lead car)/(Laps remaining for lead car) =
(Speed of second car)/(Laps remaining for second
car)
Substituting values of laps remaining and speed of
lead car in above equation:
(69.7/49) = (Speed of second
car)/50
==> Speed of second car = 50*(69.7/49) =
71.12245 m/s
Answer:
Required
speed of second car = 71.12245 m/s
(Please note that to
solve this problem, it is not necessary to know the length of each
lap.)
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