In 2013, the number of people living in a small town was 284. It was estimated that the

town’s population would increase by 4% each year. What recursive process describes the

town’s population n years after 2013?

f(n) = f(n-1). 0.96, f(1) = 284 where n > 2 and n e Z

f(n) = f(n – 1) – 284, f (1) = 1.04 where n > 2 and neZ

f(n) = f (n − 1). 1.04, f(1) = 284 where n > 2 and n ez

f(n) = f(n-1) 284, f(1) = 0.96 where n > 2 and nez