What is the future value $($in $$)$ of cash flows $1-3$ at the end of year $3,$ assuming a $6\%$ interest rate $($compounded annually$)?$

End of yearMary's $25$th birthday is today, and she hopes to retire on her $65$th birthday. She has determined that she will need to have $$5,000,000$ in her retirement savings account in order to live comfortably. Mary currently has no retirement savings, and her investments will earn $5\%$ annually. How much must she deposit into her account at the end of each of the next $40$ years to meet her retirement savings goal?Mary's $25$th birthday is today, and she hopes to retire on her $65$th birthday. She has determined that she will need to have $$5,000,000$ in her retirement savings account in order to live comfortably. Mary currently has no retirement savings, and her investments will earn $5\%$ annually. How much must she deposit into her account at the end of each of the next $40$ years to meet her retirement savings goal?

Cash flow

$1$

$$600$

$2$

$871$

$3$

$750$

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