Calculus 1 Quiz
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APPLICATIONS OF DERIVATIVES: ANALYTICAL
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A person in a boat is 3 km from the nearest point on a straight shoreline. They wish to reach a house 8 km down the shore from that point. They can row at 6 km/h and run along the shore at 10 km/h. To minimize the travel time, to what point on the shore should they row? Let x be the distance in km from the point on the shore nearest the boat to the point where they land.
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