(cel 7. Bernie Long wants to retire to California when she is 60 years of age. Bernic is now 40. She believes that she willneed $900,000 to retire comfortably. To date, Bernie has set aside no retirement money. If Bernie gets 8% com-pounded semiannually, how much must Bernie invest today to meet her $900,000 goal? LU 12-2(2)578Show Transcribed Text910Summary Practice 7: How much must Bernie invest today to meet her goal?$AmountNeeded9,000,000Years Set Rate CompoundedUse PV Table 12.3"Period RateUsedUsedPV FactorUsedPV of AmountDesired atEnd of Period

The time value of money refers to the concept in finance which takes into account the effect of…

Answered: 7. Bernie Long wants to retire to…

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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1. Ms. Finn Ance Major is now age 35 and has accumulated $50,000 in a savings account. She plans to retire at age 60. She will be able to save $7,000 per year at the end of each year for the next twelve years in the same account which pays 8 percent compounded annually. Thereafter, she will be able to put $22,000 per year, until she retires. Assume that interest rates remain the same and ignore taxes. How much will Finn Ance Major have on retirement? me vodu R
Barry, age 45, works for an advertising company, where he earns $75,000. Barry would like to retire at age 65. He earns 9% on his investments, and inflation has averaged only 3% annually. Assuming he is expected to live until age 90 and he has a wage replacement ratio of 80% (in today's dollars), how much will Barry need to have accumulated when he retires to maintain his current lifestyle during retirement? A) $1,100,265 B) $2,322,382 C) $1,490,653 D) $1,863,311
1 Ann and Sue sell their recreation property. They make $245,000 on the sale and deposit it immediately into a retirement fund. The fund earns 2.45%, compounded monthly, for the entire time. Exactly ten years after the sale, Ann retires. They now want to start supplementing their income with payments from the retirement fund. They want the payments to start one month after Ann retires. They want these payments to last for 5 years. How much can they withdraw per month from the retirement fund? (ANNUITY)
Amy Parker, a 22-year-old and newly hired marine biologist, has opened a 401(k) retirement plan with her employer. Amy's contribution, plus that of her employer, amounts to $2,400 per year starting at age 23. Amy expects this amount to increase by 4% each year until she retires at the age of 57 (there will be 35 EOY payments). What is the compounded future value of Amy's 401(k) plan, in millions of $, if it earns an annual interest rate of 7% per year? (a) The compounded future value of Amy's 401(k) plan is $ million. (Round to three decimal places.) (b) What will be the compounded future value if the plan earns an annual interest rate of 4% per year (instead of 7% per year)? $ million. (Round to three decimal places.)
15. More on the time value of money Lloyd is a divorce attorney who practices law in Florida. He wants to join the American Divorce Lawyers Association (ADLA), a professional organization for divorce attorneys. The membership dues for the ADLA are $500 per year and must be paid at the beginning of each year. For instance, membership dues for the first year are paid today, and dues for the second year are payable one year from today. However, the ADLA also has an option for members to buy a lifetime membership today for $4,500 and never have to pay annual membership dues. A. Obviously, the lifetime membership isn’t a good deal if you only remain a member for a couple of years, but if you remain a member for 40 years, it’s a great deal. Suppose that the appropriate annual interest rate is 8.5%. What is the minimum number of years that Lloyd must remain a member of the ADLA so that the lifetime membership is cheaper (on a present value basis) than paying $500 in annual…
28. Penny decides on her 30th birthday to start planning for her future by deposit $2000 at the end of each year in an investment that pays 4%/a, compounded annually, until her 50th birthday. She then leaves the money in the investment to collect interest at 5%/a compounded semiannually until her 65th birthday. a) Determine how much money she will have on her 65th birthday. b) Penny's best friend, Susan, decides to wait until her 45th birthday to start planning for her future. Susan can get the same rate of return (4%/a compounded annually) on her investment. Find the yearly payment that she would be required to make until 65th birthday so that her investment is equivalent to Penny's investment.
4. Cecilia Thomas is 25 years old and is planning to invest $ 3,000 annually in an IRA that pays 9.75% compounded annual interest, until she retires at 65 years of age. How much money will Cecilia have for her retirement?
F2

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