You are just starting your first job out ofcollege. You and your best friend arecompeting to see who will have more intheir savings when you retire; you bothplan to retire at age 52, just 30 years out.You will need $5 million to retire. If youaverage an annual return of 7% on yourinvestment, how much do you need toput into retirement savings on an annualbasis?

We need to use future value of the ordinary annuity formula to calculate monthly payment to get the…

Answered: You are just starting your first job…

You are just starting your first job out of college. You and your best friend are competing to see who will have more in their savings when you retire; you both

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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Deb and Rusty have just gotten married and wish to buy a home. They both work in Boston and have a combined income of $90,000. They found a modest starter house which they are buying for $350,000. 1. They plan to use their $40,000 is savings to cover the closing costs the bank will charge them, which are 1% of the amount they borrow from the bank. The rest of the savings will be used as a down payment. Determine the largest amount they can use for a down payment and still pay the closing costs. 2. Using the amount Deb and Rusty have to borrow from part 1, open Excel and create a 20-year amortization schedule, giving monthly payments for the amount they borrowed at a 4.5% annual interest rate. You must use the pmt function in Excel to compute the monthly payment. Title this worksheet Amortization. For your answer to this question write “See Excel Workbook”. 3. Use the amortization schedule to compute the total amount of interest they will pay to the bank over the 20 years. 4. Create a…
Engineering Econ: You’re looking at your parents’ retirement plans and studying the differences between their saving habits. On her thirty-first birthday, your mother Virginia invested $1,500 into her employer’s retirement plan, and she makes annual $1,500 payments for 10 years, so that her total contribution (principal) is $15,000. Your mother then stops making payments into her plan and keeps her money in the savings plan, untouched for 25 more years until retirement at age 65. Your father Anthony starts putting money aside on his forty-sixth birthday, when he deposits $2,000, and he continues these annual payments for 20 years until he reaches 65 years old. Thus, Anthony’s contributed principal amounts to $40,000 over this period of time. If Virginia’s and Anthony’s retirement plans both earn interest at a rate of 6% per year, compounded annually, then what is the difference in the future value of their savings when your parents turn 65? (e.g., FW(Virginia)-FW(Anthony)) Round…
In 1988, your Grandmother left you a trust fund with $10,000 in the account that has been earning 8% on an annual basis since inception. How much is in the trust fund now, based on annual compounding?
You analysis was very helpful to Bozena. She has decided to participate in her company's 401(k) plan. She agrees with your analysis (question 4 in the chapter 6 assignment) and your estimate showing $2,133,202 in her retirement account upon retirement. She asks you if she expects to be in the 10% tax bracket upon retirement, and she wishes to fund a retirement that lasts for 25 years, how much after tax money will she have to spend monthly? She conservatively assumes she will earn 5% on her investments during retirement and withdrawals are made at the end of every month. Enter your answer to the nearest dollar without the dollar sign.
Use RIA Checkpoint to answer the following questions. 5. Frank and Farrah, who are twins, ask you to research an issue for them. Both are starting new jobs as staff accountants. Farrah decides to start saving $400 per month and intends to keep saving $400 per month for 20 years. Frank, on the other hand, desperately wants a new sports car and thus decides he is going to wait five years before starting his $400 per month savings plan. Frank figures $400 per month for five years is only a difference of $24,000 so it will not make much of a difference if he waits five years before starting to save. What difference will delaying his savings really make? Assuming a 6 percent rate of return, using the Savings tools in Checkpoint, what is the difference in the future value of Farrah’s and Frank’s savings plans? (Assume the starting amount = zero). a. $187,065. b. $89,574. c. $107,253. d. $66,935. e. None of the above. 6. Edward received two gifts in 2023. A car valued at $30,000 from his…
You and your spouse are in good health and have reasonably secure careers. Each of you makes about $40,000 annually. You own a home with an $80,000 mortgage, and you owe $15,000 on car loans, $5,000 on personal debts, and $4,000 on credit card loans. You have no other debt. You have no plans to increase the size of your family in the near future. Estimate your insurance needs using the DINK method. Show work!
Hi I have a question regarding Austrlian Retirement and Financial Planning. In this example, the couple are retired and one of them is ill and looking for a retirement home, the home is going to cost $450,000 deposit. Neither of the couple work and draw 50,000 from their super in order to stay afloat. They have 20,000 and 562,000 in super combined, have a 900,000 dollar home. They also have 10,000 worth of home contents, a 15,000 dollar vehicle, and 55,000 cash in the bank. It is important to note they have 0 debt and everything is fully paid off. Neither of them have ever received pension money or government support. Myrtle wishes to put bob in an aged care facility, and when that is done she wants to return to work part time. 1. How will Myrtle's income be funded of $40,000 per annum be financed now, in the future and when she retires in 10 years time?
Suppose you are 28 and married. You and your spouse file for income taxes jointly. You are in the 25% tax bracket. You are considering a few personal investment issues. Suppose you expect a significant career or family change in three years, which requires substantial initial capital commitment (e.g., starting your own business, relocating abroad, buying a house, children going to college, etc.). Which of the following seems to be the most appropriate investment strategy? a.Take a loan to buy an investment condo. b.Use your savings to buy a small number of stocks that you believe to rise in price. c.Use your savings to buy well-diversified stock mutual fund shares. d.Use your savings to buy well-diversified bond mutual fund shares.
A couple just got married and they are both 25 years of age. They each plan to retire in 40 years at the age of 65. They want to be able to receive $200,000 at the end of each year for 20 years, upon retirement(so their first retirement payment will be at 41)Currently they have a total of $2,000 in cash savings. How much must they save at the end of each year for the next 40 years so as to have enough money to achieve their current goal? Assume the interest rate is 8% and will remain the same. Also assume that they start saving at the end of the first year.
(34). Subject :- Finance
Suppose that you need $30,000 for your last year of college. You could go to a private lending institution and apply for a signature student loan; rates range from 7% to 14%. However, your Aunt Sally is willing to loan you the money from her retirement savings, with no repayment until after graduation. All she asks is that in the meantime you pay her each month the amount of interest that she would otherwise get on her savings (since she needs that to live on), which is 4%.What is your monthly payment to her, and how much interest will you pay her over the year (9 months)?(Fill in the blanks below and give your answers as whole numbers.)The amount of interest per month you would pay Aunt Sally is $__(1)__ .The total interest you will pay her over the year (9 months)is $__(2)__ .
"As of today, Americans live on average 20 more years after retiring, which calls for well-designed retirement plans. There are different ways to save for retirement, such as retirement plans offered by the employer, savings and investments, and Social Security among other. " (Norrestad, 2021) Lifetime Savings Accounts, known as LSAS, would allow people to invest after-tax money without being taxed on any gains. If an engineer invests $10,000 now and $10,000 each year for the next 15 years, how much will be in the account immediately after the last deposit if the account grows by 8% per year? All the alternatives resented below were calculated using compound interest factor tables including all decimal places. O $271,521 O $303,243 $427,533 $359,497

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