After n years, the amount of money in William’s saving account can be modeled by the function s(n) = 300(1.0016)12n, and the amount of money hiding in his desk drawer can be modeled by the function d(n) = 75.
Which function models the total amount of money William has in both locations after n years?
t(n) = 375(1.0016)12n
t(n) = 22,500(1.0016)12n
t(n) = 300(1.0016)12n+ 75
t(n) = 375(1.0016)12n+ 75