Model and interpret a periodic cash-flow recurrence
Use the stated data for the education fund and its regular cash flow
\(V_n\) is the balance, in dollars, after \(n\) years. The initial balance \(V_0\) is recorded before the first period's interest
The initial balance is $28,500. The nominal annual interest rate is 11%, compounded annually
A regular addition of $200 is made at the end of each year
Interest is applied first. The regular cash flow is made at the end of each year; payments per year and compounding periods per year are both 1
\[V_{n+1}=R V_n+sD\]