A small resort is situated on an island off a part of the coast of Mexico that has a perfectly straight north-south shoreline. T
he point P on the shoreline that is closest to the island is exactly 6 miles from the island. Ten miles south of P is the closest source of fresh water to the island. A pipeline is to be built from the island to the source of fresh water by laying pipe underwater in a straight line from the island to a point Q on the shoreline between P and the water source, and then laying pipe on land along the shoreline from Q to the source. It costs 2.2 times as much money to lay pipe in the water as it does on land. How far south of P should Q be located in order to minimize the total construction costs?
<span> the population grows at rate of 1.75 multiply it by this rate every year As in year 3 it would be 5340(1.75)(1.75)(1.75)
the function is 5340(1.75)^x </span>f(x) = 5340(1.75)^x where 1.75 is the rate of growth so D is right answer
