Reference no: EM132979223
Suppose you wish to retire 40 years from today. You determined that you need $200,000 per year after you retire, with the first retirement funds withdrawn one year from the day you retire and that you will need to make 25 such withdrawals. Assuming that you can earn 4% per year on your retirement funds for the next 65 years.
Problem a. How much must you deposit in an account today (lump sum), so that you may have enough funds for your planned retirement?
Problem b. Using your answer in part (a), how much will you have in your retirement account after you make your 16th withdrawal after retirement?
Problem c. If you cannot afford to make a single lump sum deposit, today, to support your retirement. How much must you deposit at the end of each year in an account so that you have enough funds for your desire retirement? Assuming the last deposit will be made on the day you retire in 40 years.
Problem d. Using your answer in part (c), how much will you have in your retirement account at the end of 11 years from today?
Problem e. How much will you have in your retirement account immediately after you make the last withdrawal after retirement?
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