I just graduated from college and got a new job that paid me a signing bonus

of $$7,500$ and will pay me an annual salary of $$79,000($the median for MIS

students, as of the $\text{'}23$ UGA Career Outcomes Survey$).$ The annual salary will

be paid in twelve equal monthly installments.

If I put the $$7,500$ signing bonus into my retirement account today and then

save $15\%$ of my gross pay every month into that same account, how much

will I have saved by the end of my $44$ year working life if I earn $6\mathrm{.}7\%$ APR

compounded monthly? Assume I don't get a promotion or increase my

contributions throughout the entire term.

$$4,289,882$

$$19,973,877$

$$3,309,872$

$$35,849,015$

$$2,849,464$

$$1,276,150$