In our prior example, you need to have about $4,000,000 in savings at the age of 60 to fund retirement withdrawals that start at $250,000 on your 61st birthday, grow at 3% (the assumed inflation rate), and last for 35 years (i.e., from 61 to 95). You are currently 30 years old and have received an inheritance from your rich aunt. You have no savings. As in the prior example, assume that you will earn 8% per year on your investments. How large does the inheritance need to be to completely fund your retirement plan, which requires savings of $4,000,000 on your 60th birthday? $400,000 $500,000 $700,000 $600,000 $800,000

In our prior example, you need to have about $4,000,000 in savings at the age of 60 to fund retirement withdrawals that start at $250,000 on your 61st birthday, grow at 3% (the assumed inflation rate), and last for 35 years (i.e., from 61 to 95). You are currently 30 years old and have received an inheritance from your rich aunt. You have no savings. As in the prior example, assume that you will earn 8% per year on your investments. How large does the inheritance need to be to completely fund your retirement plan, which requires savings of $4,000,000 on your 60th birthday? $400,000 $500,000 $700,000 $600,000 $800,000

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Shelly Franks is planning for her retirement, so she is setting up a payout annuity with her bank. She is now 35 years old, and she will retire when she is 65. She wants to receive annual payouts for twenty years, and she wants those payouts to receive an annual COLA of 4%. (a) She wants her first payout to have the same purchasing power as does $15,000 today. How big should that payout be if she assumes inflation of 4% per year? $ 48605.96 (b) How much money must she deposit when she is 65 if her money earns 8.3% interest per year? $ (c) How large a monthly payment must she make if she saves for her payout annuity with an ordinary annuity? (The two annuities pay the same interest rate.) $ (d) How large a monthly payment would she make if she waits until she is 40 before starting her ordinary annuity? %$4
You save $400 a year into a 401(k) account that you invest in a mutual fund earning 10% per year. You plan to retire in 30 years. How much money will you have in your account at retirement? Your Answer:
You just received $225,000 from an insurance settlement. You have decided to set this money aside and invest it for your retirement. Currently, your goal is to retire 25 years from today. How much more will you have in your account on the day you retire if you can earn an average return of 10.5 percent rather than just 8 percent?
Assume that you just inherited an annuity that will pay you $10,000 per year for 10 years, with the first payment being made today. A friend of your mother offers to give you $60,000 for the annuity. If you sell it, what rate of return would your mother’s friend earn on his investment? If you think a “fair” return would be 6%, how much should you ask for the annuity? What keys do I need to enter in a financial calculator to get the answers of (13.70%, $78,016.92)/ only show me the keys to enter in a financial calculaotr. not excel and not algebra
You are trying to calculate how much money you should have at retirement. On your 60th birthday you will retire and immediately make your first withdrawal of $4,482.06. You plan to make 24 such withdrawals each year. You plan to continue withdrawing at that level and frequency until you are 90 years old. (Assume beginning of period withdrawals with the first withdrawal on your retirement date and no withdrawal on your final birthday.) During retirement your savings will earn only 3.5% per annum. How much do you have to have saved at retirement to fund these planned withdrawals?
You have just turned 21 and you are planning for your retirement. You would like to retire at age 65 (44 years from now), at which time you will begin withdrawing funds from your retirement account. You would like to take a total of 26 withdrawals, with your first withdrawal of $150.000 at. Year 65, and your last withdrawal at Year 90 . In order to account for inflation, your withdrawals in Year 66 through Year 90 will increase by 4.0 percent each year (i.e., a growing annuity; the withdrawal for Year 66= $150,000⋅1.04=$156,000, etc.). You currently have $30.000 in your retirement account and believe that you can earn an effective annual rate of return of 7.84 percent over time. Given this information, determine how much you would have to deposit in your retirement account, each year, at Years 21 - 64 (a total of 44 deposits), in order for you to be able to meet your retirement goals
You turned 22 today and you want to retire on your 58th birthday. Starting with the day of your retirement, you would like to have a growing annuity ($40,000 payment on the day of your retirement and growing by 2% each year thereafter for a total of 29 years of payments). You will start saving with equal annual deposits of $5,888.05 into an investment account beginning in one year from today and ending after 26 total deposits. Assume a discount rate of 7%. As of the date of your 55th birthday, your plan is overfunding by how much? Round to the nearest thousands of dollars and use the $ symbol. No decimal places.
Suppose that you just turned 25, plan to retire at 65, and estimate that you will need $9,049 per month at the end of each month upon retirement for the next 30 years. How much do you need to contribute at the end of each month until you reach age 50? Assume your estimated return is 8.8% EAR, that you have $10,000 already invested, and the funds will continue to earn interest to age 65, even though you will not continue contributing after age 50.
An insurance agent has been attempting to convince you to purchase an savings plan towards your retirement but you are not convinced of its value. After all, you are young, and have many years to prepare for this. He proposes that you save $325 at the beginning of every month for 30 years, in an account that pays 12% annual interest, compounded monthly. Required: a) Calculate the value of your savings at the end of 30 years. Please answer this question showing all working.
A 30 year - old person plans to retire at 64 and live until 92. During retirement, the person will take a growing annuity from the retirement account. The amount in the first year will be $90,000 with a 2% growth rate. The return on savings before retirement is 9%, an after retirement is 6%. Initial savings are zero, and the person does not want to leave a legacy at the time of death. How much must the person save per year before retirement to achieve this goal?
Assuming a tax rate of 30%, a nominal return of 9%, a savings period of 35 years, and an annual deposit of $10,000 into an RRSP, how much will a person have saved for retirement? What is your recommendation regarding when the contributions should be made to the RRSP? Justify your answer using the time value of money

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