$(5-$Button Solution or Block Function $"$NPV$")$

Two engineers save for their retirements. They both plan to retire at the age of $65.$ They both deposit $$6000$ every year in their retirement account, which pays $8\%$ interest averagely, compounded yearly.

Engineer $1$ started saving at the age of $25.$ But he stopped after ten year's deposits. When Engineer $1$ retires $($total $40$ years$),$ the cumulative amount in his retirement account is $Question Blank $1$ of $3.$

Engineer $2$ started saving at the age of $35.$ He deposits every year until retirement. When Engineer $2$ retires $($total $30$ years$),$ the cumulative amount in his retirement account is $Question Blank $2$ of $3.$

$($Rounding answers to$$the nearest dollars$)$

Question Blank $3$ of $3$

will have more money in the retirement account when this engineer retires.