A common phenomenon in nature is that an animal grows quickly during the early stages of its life and less
quickly once it approaches adulthood. Suppose that the average weight of a Raccoon is 1.47 kilograms
when it is born, and it grows rapidly for the first 6 months to reach a weight of 5.79 kilograms. The
Raccoon's weight then increases less rapidly until it reaches a weight of 13.32 kilograms when it is 23
months old. Find an equation of a piecewise function to model the weight, w, of a Raccoon when it is t
months old. Assume that the rates of change are constant (linear). Do not round until the end, but round
all final values to two decimal places.