Someday you hope to retire and have $200,000 of income a year in today's dollars. You want tofund 25 years of retirement. During retirement, your investments will earn 4% annually. In the 30years before retirement, your investments will earn 9% annually. The estimated inflation rate overthe entire period is 3% annually. Assuming all payments are at the end of the period and that allnumbers are given in nominal terms unless otherwise stated. How much do you have to saveannually during the 30 years before retirement to achieve your goal?

To solve this problem, we need to use the concept of future value and present value of an annuity.…

Answered: Someday you hope to retire and have…

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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Similar questions

You plan to retire in 20 years. You would like to maintain your current level of consumption which is $55,937 per year. You will need to have 38 years of consumption during your retirement. You can earn 5.52% per year (nominal terms) on your investments. In addition, you expect inflation to be 2.09% inflation per year, from now and through your retirement. How much do you have to invest each year, starting next year, for 13 years, in nominal terms to just cover your retirement needs?
You are expected to retire in 35 years from today. If you make an annual deposit of $20,500 at the end of each year into an investment account that pays 6.88% annually, how much money will your retirement account have at the end of 35 years if the interest in compounded.
At the moment you don't have any money saved for retirement, but have resolved to start making $425 monthly payments (starting one month from today) into an account expected to earn an effective annual rate of 9.9%. Given that plan, how many years will it take for you to accumulate $2.4 million?
You plan on retiring in exactly 6 years and you would like to have a retirement fund balance of exactly $2,000,000 at that time. You are convinced that you can earn an APR (based on monthly compounding) of 5.1%. If you are making beginning-of-the-month payments into the account, how much does each one of the payments need to be in order to reach your target? To nearest $0.01
You want to begin saving for your retirement. You plan to contribute $12,000 to the account at the end of this year. You anticipate you will be able to increase your annual contributions by 3% each year for the next 45 years. If your expected annual return is 8%, how much do you expect to have in your retirement account when you retire in 45 years? If current interest rate is 28%, a Treasury Bill with 91 days to maturity, and a face value of GH¢ 50,000 should have a market value of? Assuming you bought a 182-day Treasury Bill with a face value GH¢20,000.00 and held it for 45 days. If you want to sell it and interest rate is currently at 25%, at what price will you sell it? A Treasurer buys a 6-month CD issued by a top-class bank with a tenor of 180 days at a yield of 16%. The face value at issue is GH¢10m. In 90-days time the buyer sells the CD when the 3-month secondary market for CDs issued in the names of top-class banks is 40/14.50. The buyer has held the CD for 90days, but now…
Your retirement policy lets you receive in 35 years equal annual payments of $10,000 for 10 years. The relevant interest rate is 6%. What is its PV? (Hint: this is a two step problem; find what the value of the retirement annuity will be 35 years from now and THEN find the present value of that sum in today’s dollars.
You want to have $2,000,000 in net worth when you retire. To achieve this goal, you plan to invest $1,000 each year (starting one year from now) into an account of time that earns 10% interest rate compounded annually. The amount of time you can retire as a multimillionaire is how many years? 31.94 (32 years) 55.64 (56 years) 25.56 (26 years) 20.36 (20 years) detailed answer without the usage of excel
Suppose you want to save $1,000,000 for a retirement fund in 35 years. You anticipate making regular, end-of-month deposits in an annuity that pays 9% compounded monthly. How much should you deposit each month? Use this formula: How much of the $1,000,000 retirement fund comes from deposits and how much comes from interest?

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