Carter starts a retirement fund $30$ years before retirement. He pays $$25$ per month into the annuity for $30$ years with an interest rate of $5\%$ per year compounded monthly. Find the value of Carter's annuity at the time of retirement. Use a TVM solver to solve this problem. Fill in the information that you typed into the TVM solver. Round the final answer to two decimal places.N $=$I$\%=$PV $=$PMT $=$FV $=$P$/$Y $=$C$/$Y $=$PMT: $($End$/$Begin$)$