Solve various time value of money scenarios.

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Scenario $1.$ Eddie just hit the jackpot in Las Vegas and won $$45,000!$ If he invests it now, at a $10\%$ interest rate, how much will it be worth in $15$ years? $($Round your answer to the nearest whole dollar.$)$

Future value $=$

Scenario $2.$ Inman would like to have $$3,500,000$ saved by the time he retires in $40$ years. How much does he need to invest now at a $12\%$ interest rate to fund his retirement goal? $($Round your answer to the nearest whole dollar.$)$

Present value $=$

Scenario $3.$ Assume that Tina accumulates savings of $$1$ million by the time she retires. If she invests this savings at $8\%,$ how much money will she be able to withdraw at the end of each year for $20$ years? $($Round your answer to the nearest whole dollar and enter as a positive amount.$)$

Amount able to withdraw $=$

Scenario $4.$ Edith plans to invest $$5,000$ at the end of each year for the next seven years. Assuming a $14\%$ interest rate, what will her investment be worth seven years from now? $($Round your answer to the nearest whole dollar.$)$

Future value $=$

Scenario $5.$ Assuming a $12\%$ interest rate, how much would Katie have to invest now to be able to withdraw $$8,000$ at the end of every year for the next nine years? $($Round your answer to the nearest whole dollar.$)$

Present value $=$

Scenario $6.$ Darren is considering a capital investment that costs $$535,000$ and will provide net cash inflows for three years. Using a hurdle rate of $8\%,$ find the NPV of the investment. $($Round your answer to the nearest whole dollar. Use parentheses or a minus sign to represent a negative NPV$.)$