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Algebra
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Sophie drove 225 mi south through the Smoky Mountains. Snow during her return trip made her average speed on the return trip 30 mph slower. The total driving time was 8 hr. Find Sophie’s average sped on each part of the trip.
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Let r be the speed to the Smoky Mountains. r t = d, t = d/r Solve the following for r:\[\frac{225}{r}+\frac{225}{r-30}=8 \]r = 45/4 mph or 75 mph .\[\frac{225}{r}+\frac{225}{r}=8 \]With no delay: r = 56.25 mph The initial speed had to be greater than 56.25 mph when there was a delay. Therefore r has to be 75mph on the trip to the Mountains and 45 mph on the return.
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