Connor Ward wishes to have $$700,000$ in a retirement fund $30$ years from now. He can create the retirement fund by making a single lump$-$sum deposit today. Use next table to solve the following problems.

If he can earn $12$ percent on his investments, how much must Connor deposit today to create the retirement fund? Round PV$-$factor to three decimal places. Round your answer to the nearest cent.

Calculate your answer based on the PV$-$factor.

$

Calculate your answer based on the financial calculator.

$

If he can earn only $10$ percent on his investments? Round PV$-$factor to three decimal places. Round your answer to the nearest cent.

Calculate your answer based on the PV$-$factor.

$

Calculate your answer based on the financial calculator.

$

If$,$ upon retirement in $30$ years, Connor plans to invest the $$700,000$ in a fund that earns $10$ percent, what is the maximum annual withdrawal he can make over the following $15$ years? Round the answer to the nearest cent. Round PVA$-$factor to three decimal places.

Calculate your answer based on the PVA$-$factor.

$

Calculate your answer based on the financial calculator.

$

How much would Connor need to have on deposit at retirement to annually withdraw $$40,000$ over the $15$ years if the retirement fund earns $10$ percent? Round the answer to the nearest cent. Round PVA$-$factor to three decimal places.

Calculate your answer based on the PVA$-$factor.

$

Calculate your answer based on the financial calculator.

$

To achieve his annual withdrawal goal of $$40,000$ calculated in part c$,$ how much more than the amount calculated in part a must Connor deposit today in an investment earning $10$ percent annual interest? Assume that Connor starts withdrawing funds only after his retirement. Round PVA$-$factor to three decimal places. Round your answer to the nearest cent. If an amount is zero, enter $"0".$