Gustav decided that he wants to retire in 25 years, and he wants to have enough saved to provide him a monthly income of $3,000 for 30 years. To date, he has no savings. He believes that he can earn 6% on his investments before and after retirement. How much does he need to save monthly to reach his retirement goal? He makes the deposits at the end of the month. His retirement income will begin at the end of the first month. $789 $722 $863 $583

Gustav decided that he wants to retire in 25 years, and he wants to have enough saved to provide him a monthly income of $3,000 for 30 years. To date, he has no savings. He believes that he can earn 6% on his investments before and after retirement. How much does he need to save monthly to reach his retirement goal? He makes the deposits at the end of the month. His retirement income will begin at the end of the first month. $789 $722 $863 $583

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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Mr. Arman has decided to start saving for his retirement. Beginning on his twenty-sixth birthday, Arman plans to deposit Tk. 12,000 each birthday into a saving account earning 10% compound annual interest rate. He will continue this saving program for a total of 10 years andthen stop payments. But his savings will continue to compound at 12% for 30 more years, until he retires at the age of 65. Mr. Jamal also plans to deposit Tk. 12,000 a year in a saving account on each birthday at 12%, and will do so for a total of 35 years. However, Jamal will not begin his contributions until his thirty-first birthday. How much will Mr. Arman’s and Mr. Jamal’s savings programs be worth at the retirement age of 65? Who will be better off financially at retirement, and by how much? (Assume annual compounding for each case).
Jonathan is planning to retire on January 1, 2024. his goal is to have enough money in his savings account to be able to withdraw $2,000 per month beginning one month after retirement and continuing for 25 years after retirement. He earns an annual effective rate of interest of 10% on his account. Determine the minimum amount needed in his savings account on January 1, 2024, to accomplish his goal. Possible Answers $235,000 but $255,000
Ed wants to start saving for retirement by investing in his 401(k). Over the next 30 years, he wants to save up a total of $1,000,000. He will make contributions from his monthly paychecks (his annual salary is $144,000) and his employer will match 25% of his contributions. What percent of each monthly paycheck does he need to contribute to his 401(k) to meet his goal, if his account earn 8% interest? O 3.47% O 3.12% 4.86% O 4.47%
Your great-uncle Claude is 82 years old. Over the years, he has accumulated savings of $180,000. He estimates that he will live another 18 years at the most and wants to spend his savings by then. (If he lives longer than that, he figures you will be happy to take care of him.) Uncle Claude places his $180,000 into an account earning 9 percent annually and sets it up in such a way that he will be making 18 equal annual withdrawals—the first one occurring one year from now—such that his account balance will be zero at the end of 18 years. How much will he be able to withdraw each year?
Mr. Mangano is considering taking early retirement, having saved $400,000. Mr. Mangano wishes to determine how many years the saving will last if he withdraws $60,000 per year at the end of each year. Mr.Mangano's savings can earn 10 percent per year. 11.67 years. 11.35 years 10.90 years 11.53 years. 12.01 years
Jackie is 34 years old. She would like to have $850,000 in her retirement account when she is 65 years old. Show work and write your answer in a complete sentence.a. How much would she need to deposit every month into an account with a 7.25% interest rate?b. If she had started the account at the age of 21 with the same interest rate, how much would she need to deposit every month to achieve her goal?c. How much would she need to deposit as a lump sum (principal) at age 21 with the same interest rate (without making another payment) to have a million dollars at age 65
Reuben has decided to invest to help with his retirement savings. How much would he have to invest to have $113,400 after 19 years, assuming an interest rate of 3.43% compounded quarterly?
Starling wants to retire with $1,950,000 in his retirement account exactly 36 years from today. He will make annual deposits each year at the end of each year to fund his retirement account. If he can earn 9.09 percent per year, how much does he deposit each year? MUST USE EXCEL FORMULA! NOT ALGEBRAICALLY!
Assume that Steven is 28 years old, works as a lawyer and plans to retire at the age of 55. He is thinking of depositing each month while he works as a lawyer and expects an APR of 7.5% on his investments during these years before the retirement. Starting with the end of the first month of the retirement period Steven wants to withdraw $1100 each month till the age of 80. For this reason Steven plans to deposit his money accumulated by the time of retirement in one of the financial institutions at 4.8%. How much does he needs to save while working as a lawyer if he puts money away monthly in equal end-of-the-month amounts?
Devin has an opportunity to save $285 per month at an APR of 4.8% in a 401K plan through work. He plans to retire in 25 years. The income taxes are at 32% for him. (1) How much will Devin have deposited into the account by the time he retires? (Express your answer rounded correctly to the nearest cent!) (2) How much interest will Devin have earned on his investment by the time he retires? Use Excel's FV function to help answer this question. (Express your answer rounded correctly to the nearest cent!) 2$ (3) If Devin's company offers a 30% matching contribution, use Excel's FV function to determine how much his investment will be worth when he retires. (Express your answer rounded correctly to the nearest cent!)
You contribute $1,500 annually to a retirement account for seven years and stop making payments at the age of 45. Your twin brother (or sister . . . whichever applies) opens an account at age 45 and contributes $1,500 a year until retirement at age 65 (20 years). You both earn 9 percent on your investments. How much can each of you withdraw for 20 years (that is, ages 66 through 85) from the retirement accounts? Use Appendix A, Appendix C, and Appendix D to answer the question. Round your answers to the nearest dollar. You can withdraw $ Your twin can withdraw $ bongo O

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