Solve the attached problems $(one$ each $of$ find $P,F,$ i and $n)Be$ sure $to$ include the problem statement, cash flow diagram, and show all work. Use engineering graph paper and pencil. Solve the problems two ways $(equation$ and using the factor tables found $in$ the brightspace "Content" section$).$

Lastly, provide a description for using the factor tables $to$ determine i and $n.$

$F=P*(1+i{)}^n$cdots Equation Form

$F=P(\frac{F}{P_{i,n}})\frac{F}{P}as$ Find $F$ given $P$ $$189,500.$ Eleven years later the home was

sold for $$240,000.$ What compounded annual interest rate was realized $by$ the homeowner?

Find $F$

$$10,000is$ borrowed now $at15\%$ interest per year. A partial repayment $of$ $$4,000is$ made

four years from now. What $is$ the amount that will remain $tobe$ paid?

Find $n$

Suppose that you have $$10,000$ cash today and can invest $itat10\%$ per year compounded

yearly. How many years will $it$ take you $to$ become a millionaire?

Find $P$

$If$ you want $to$ withdraw $$50,000at$ the end $of$ four years, how much should you deposit

now $inan$ account that pays $12\%$ interest compounded annually?