Asked by Rebecca
At 9:00 on Saturday morning, two bicyclists heading in opposite directions pass each other on a bicycle path. The bicyclist heading north is riding 5 km/hour faster than the bicyclist heading south. At 10:30, they are 40.5 km apart. find both of their rates.
Answers
Answered by
Steve
Since they are heading north and south, let the southern speed be s, so the northern speed is s+5
After 1.5 hours, the distance is 40.5km
distance is speed * time
40.5 = (s + s+5) * 1.5
27 = 2s+5
22 = 2s
s = 11
so, the cyclist going south moves at 11km/hr, north at 16 km/hr
they are moving apart at 27km/hr, so at 1.5 hours they are 40.5 km apart.
After 1.5 hours, the distance is 40.5km
distance is speed * time
40.5 = (s + s+5) * 1.5
27 = 2s+5
22 = 2s
s = 11
so, the cyclist going south moves at 11km/hr, north at 16 km/hr
they are moving apart at 27km/hr, so at 1.5 hours they are 40.5 km apart.
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