Jim opens an IRA that earns $8\mathrm{.}35\%$ compounded annually with a $$1400$ deposit on his $18$th birthday. Jim continues to deposit $$1400$ into the IRA on each birthday and makes his last deposit on his $65$th birthday. What is his IRA worth on his $65$th birthday? If no more deposits are made, what equal annual withdrawals can Jim make each year starting on his $66$th birthday and the last withdrawal on his $90$th birthday so that the IRA has a zero balance on his $90$thbirthday? How much interest does this IRA earn?