Barry, age $45,$ works for an advertising company, where he earns $$75,000.$ Barry would like to retire at age $65.$ He earns $9\%$ on his investments, and inflation has averaged $3\%$ annually. Assuming he is expected to live until age $90$ and he has a wage replacement ratio of $80\%($in today's dollars$),$ how much will Barry need to have accumulated when he retires to maintain his current lifestyle during retirement?

A$)$

$$1,863,311$

B$)$

$$1,490,649$

C$)$

$$1,100,265$

D$)$

$$2,322,382$