This is due at ! look back at the recursive and explicit functions that you created for this situation in parts e and f. what do the parameters of these equations represent in this specific context?

part e: create a recursive function to model the table of values from part a. in that function, the year 2013 is the first data point, so n = 1 for 2013 (meaning f(1) = 2,000 is the first term of the sequence) and r is the constant value by which the number increases every year.

what i got: f(n) = f(n - 1) + 200

part f: convert the recursive equation that you got in part e into an explicit equation where a is the initial value and the time elapsed is 1 year.
what i got f(n) = a + 200 (n - 1)