Cecilia is 28 years old today and wants to retire at age 65. She plans to put $5,000 into an account at the end of every year starting at the end of this year and continuing until her 65th birthday. When she reaches age 65, she plans to withdraw the money in equal amounts at the beginning of every year. She assumes she will live until age 90 and make her last withdrawal on her 90th birthday. How big will each withdrawal be if she earns 9% on her investments? $143,358.86. $130,112.13. O $120,661.86. O $119,368.93.

Cecilia is 28 years old today and wants to retire at age 65. She plans to put $5,000 into an account at the end of every year starting at the end of this year and continuing until her 65th birthday. When she reaches age 65, she plans to withdraw the money in equal amounts at the beginning of every year. She assumes she will live until age 90 and make her last withdrawal on her 90th birthday. How big will each withdrawal be if she earns 9% on her investments? $143,358.86. $130,112.13. O $120,661.86. O $119,368.93.

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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Today is Janet's 23rdbirthday. Starting today, Janet plans to begin saving for her retirement. Her plan is to contribute $3,000 to a brokerage account each year on her birthday. Her first contribution will take place today. Her 42ndand final contribution will take place on her 64th birthday. Her aunt has decided to help Janet with her savings, which is why she gave Janet $10,000 today as a birthday present to help get her account started. Assume that the account has an expected annual return of 14 percent. How much will Janet expect to have in her account on her 65th birthday? Round your answer to a whole dollar; for example 2345.
Emily Jacob is 45 years old and has saved nothing for retirement. Fortunately, she just inherited $75,000. Emily plans to put a large portion of that money into an investment account earning an 11% return. She will let the money accumulate for 20 years, when she will be ready to retire. She would like to deposit enough money today so she could begin making withdrawals of $50,000 per year starting at age 66 (21 years from now) and continuing for 24 additional years, when she will make her last withdrawal at age 90. Whatever remains from her inheritance, Emily will spend on a shopping spree. Emily will continue to earn 11% on money in her investment account during her retirement years, and she wants the balance in her retirement account to be $0 after her withdrawal on her ninetieth birthday. How much money must Emily set aside now to achieve that goal? It may be helpful to construct a timeline to visualize the details of this problem. Emily realizes that once she retires she will want…
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Bella is 23 years old and wants to invest money for her retirement. She wants to have $2,000,000 saved up when she retires at age 65. A) If she can earn 10% per year in an equity mutual fund, calculate the amount of money she would have to invest in equal annual amounts to achieve her retirement goal. B) Alteratively, how much would she have to invest in equal monthly amounts starting at the end of the current year or monthly respectively.
Suzy wants to retire in 30 years. She expects to live 25 years after retirement. She prepares a savings plan to meet the objectives: First, after retirement she would like to be able to withdraw $20,000 per month. The first withdrawal will occur at the end of the first month after retirement. Second, she would like to leave her daughter a $500,000 inheritance. Lastly, she wants to set up a fund that will pay $5000 per month forever to her favorite charity after she dies. These payments will begin one month after she dies. All the monies earn 10% annual rate compounded monthly. How much will she have to save per month to meet these objectives? She wishes to make her first deposit from now and the last deposit on the day she retires.
Rachel is 20 years old. She plans on retiring in 40 years when she will be 60 years old. Rachel believes she will live until she is 105. In order to live comfortably, she needs a substantial retirement income. She wants to receive a weekly income of $5,000 during retirement. The payments will be made at the beginning of each week during her retirement. Also, Rachel has pledged to make an annual donation to her favorite charity during her retirement. There will be a total of 45 payments. The payments will be made at the end of each year. The first annual payment will be for $20,000. Rachel wants the annual payments to increase by 3% per year. The payments will end when she dies. In addition, she would like to establish a scholarship at Toronto Metropolitan University. The first payment from scholarship would be $50,000. The first scholarship payment would be made 7 years after she retires. Thereafter scholarship payments will be made every year. She wants the payments to continue after…
Gail decided that in six years she would leave her job in publishing and retire to Arizona. What amount should Gail invest today, so that she will be able to withdraw $50,000 at the end of each year for 30 years after she retires? Assume she can invest money at 5%, compounded annually.
Amy Johnson wants to retire on $75,000 per year for her life expectancy of 20 years after she retires. She estimates that she will be able to earn an interest rate of 10.1%, compounded annually, throughout her lifetime. To reach her retirement goal, Amy will make annual contributions to her account for the next 30 years. One year after making her last deposit, she will receive her first retirement check. How large must her yearly contribution be? (Solve with Presents Values with Annuities or Loans and Amortization)
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Derek plans to retire on his 65th birthday. However, he plans to work part-time until he turns 70.00. During these years of part-time work, he will neither make deposits to nor take withdrawals from his retirement account. Exactly one year after the day he turns 70.0 when he fully retires, he will begin to make annual withdrawals of $137,713.00 from his retirement account until he turns 90.00. After this final withdrawal, he wants $1.31 million remaining in his account. He he will make contributions to his retirement account from his 26th birthday to his 65th birthday. To reach his goal, what must the contributions be? Assume a 9.00% interest rate. (ROUND TO 4 DECIMAL PLACES.)
Jamie turned 50 years old today. She has just contributed $2,000 to a retirement savings account and plans to continue making annual contributions, until (and including) her 65h birthday. She increases the amount of each contribution by 3% every year and the account earns an annual investment return of 12%. Write an equation for the amount Jamie will have in her retirement account on her 65" birthday. a. What is the first term? Number b. What is the common ratio? Enter your answer as an exact expression. c. How many terms are in the equation? Number d. How much will Jamie have in her retirement account on her 65h birthday? Number

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