Efrain and Fernie are on a road trip. Each of them drives at a constant speed. Efrain is a safe driver and travels 45
miles per hour for the entire trip. Fernie is not such a safe driver. He drives 70 miles per hour throughout the trip.
Fernie and Efrain left from the same location, but Efrain left at 8:00 a.m. and Fernie left at 11:00 a.m. Assuming they
take the same route, will Fernie ever catch up to Efrain? If so, approximately when?
Write the linear equation that represents Efrain's constant speed. Make sure to include in your equation the
extra time that Efrain was able to travel.
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