$$1000$ investment each year for $8$ years, starting $1$ year from now. The annual interest rate is$14\%$ per year.

$17.$ Billy decides to open an individual retirement account $($IRA$)$ at his local bank that pays $8\frac{\%}{y}$ear. At the end of each of the next $40$ years, he will deposit $$2,000$ per year into the account $(40$ total deposits$).$ Three years after the last deposit, Billy will begin making annual withdrawals. If Billy wants the account to last $30$ years $(30$ withdrawals$),$ what amount will he be able to withdraw each year?