Krista Lee can purchase a service contract for all of her major appliances for $190 a year. If the appliances are expected to last for 16 years and she earns 6 percent on her savings, what would be the future value of the amount Krista will pay for the service contract? (Exhibit 1-A, Exhibit 1-B, Exhibit 1-C, Exhibit 1-D) Note: Use appropriate factor(s) from the tables provided. Round time value factor to 3 decimal places and final answer to 2 decimal places. Future value
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- Item 3 Christina Sanders is concerned about the financing of a home. She saw a small Cape Cod–style house that sells for $90,000. If she puts 10% down, what will her monthly payment be at (a) 30 years, 5%; (b) 30 years, 512%512% ; (c) 30 years, 6%; and (d) 30 years, 612%612% ? What is the total cost of interest over the cost of the loan for each assumption? (Round your answers to the nearest cent.)Question #4: Suppose you have just started 21st year of your life, you plan to retire at the end of age 65, and you expect to live until the end of 90 (working for 45 full years and being retired for 25 years). You currently have a constant earning of $50,000 per year (paid at the end of the year). The plan is to save 10% of your income each year to meet your retirement needs. Assume the valuation rate of 7%. Part A: If you want to keep a constant level of consumption during your retirement, how much you can consume per year when you are retired? Part B: Imagine you decide to save 20% of your salary. How many years earlier you can retire having the same level of consumption as Part A during your retirement?Hint: (1+?)?−90=(1+?)?−20(1+?)70=(1+?)?(1+?)90Problem 04.045 - Effort to save money for early retirement In an effort to save money for early retirement, an environmental engineering colleague plans to deposit $1300 per month, starting one month from now, into a fixed rate account that pays 8% per year compounded annually. How much will be in the account at the end of 16.00 years? At the end of 16.00 years, the account will be $ 500068
- Question 3 If you need to take out a $50,000 student loan 2 years before graduating, which loan option will result in the lowest overall cost to you: a subsidized loan with 7.3% interest for 10 years, a federal unsubsidized loan with 5.7% interest for 10 years, or a private loan with 7.0% interest and a term of 17 years? How much would you save over the other options? All payments are deferred for 6 months after graduation and the interest is capitalized. Part 1: Find the total cost of the subsidized loan. The total cost of the subsidized loan is $ Round your answer to two decimal places, if necessary.Question 3 If you need to take out a $50,000 student loan 2 years before graduating, which loan option will result in the lowest overall cost to you: a subsidized loan with 7.3% interest for 10 years, a federal unsubsidized loan with 5.7% interest for 10 years, or a private loan with 7.0% interest and a term of 17 years? How much would you save over the other options? All payments are deferred for 6 months after graduation and the interest is capitalized Part 1: Find the total cost of the subsidized loan The total cost of the subsiduzed loan is S Round your answer to two decimal places, if necessary. 9. tv MecBook Pro 合 8.Many assets provide a series of cash inflows over time; and many obligations require a series of payments. When the payments are equal and are made at fixed intervals, the series is an annuity. There are three types of annuities: (1) Ordinary (deferred) annuity, (2) Annuity due, and (3) Growing annuity. One can find a annuity's future and present values, the interest rate built into annuity contracts, and the length of time it takes to reach a financial goal using an annuity. Growing annuities are often used in the area of financial planning. Their analysis is more complex and often easier solved using a financial spreadsheet, so we will limit our discussion here to the first two types of annuities. The future value of an ordinary annuity, FVAN, is the total amount one would have at the end of the annuity period if each payment (PMT) were invested at a given interest rate and held to the end of the annuity period. The equation is: Each payment of an annuity due is compounded for one…
- #34 Equivalent Annual Annuity Econo- Cool Air conditioners cost $300 to purchase, result in electricity bills of $1500 per year, and last for 5 years. Luxury Air model cost $500, results on electricity bills of $100 per year and last 8 years. The discount rate is 21%. What is the equivalent annual cost of the Econo- Cool Model? What is the equivalent annual cost of the Luxury Air Moel? Which model is more cost efficient?QUESTION ONEYou estimate that you will need about K80,000 to send your child to college in eight years. Youhave about K35,000 now. If you can earn 20 percent per year, will you make it? At what rate willyou just reach your goal? (Would you be willing to pay K1,163 today in exchange for K10,000 in 30 years? What would bethe key considerations in answering yes or no? Would your answer depend on who is making thepromise to repay? You have just made your first K2,000 contribution to your individual retirement account.Assuming you earn a 12 percent rate of return and make no additional contributions, what willyour account be worth when you retire in 45 years? What if you wait 10 years before contributing?(Does this suggest an investment strategy?) If you were an athlete negotiating a contract, would you want a big signing bonus payableimmediately and smaller payments in the future, or vice-versa? How about looking at it from theteam’s perspective?How do you solve this on TI 84 Future Value of Multiple Annuities Assume that you contribute $110 per month to a retirement plan for 20 years. Then you are able to increase the contribution to $210 per month for another 20 years. Given a 6.5 percent interest rate, what is the value of your retirement plan after 40 years?
- Question 6. Your friend turned out to be dishonest and was looking to con you out of $4,902,714. After clearing your mind and refocusing, you decide to calculate how much money you would need to put aside at the beginning of each month for the next 30 years in order to have $4,902,714. You estimate conservatively that your money will earn 2% a year, compounded monthly. What will your monthly contribution to the account need to be?Question 3 a. Mr. Mwansa decided to use part of his retirement package to invest in heavy duty equipment for solar power project. Based on the data given in Table 1, calculate the payback period using the discount rate of 12%. a. What advice would you give to Mr. Zulu if he intends to purchase similar equipment using a bank loan with a maximum repayment period of 36 months? Table 1: Details of the costs Details Cost of Purchase of equipment Cost of fuel and maintenance Income earned from hiring out the equipment 2019 470,000 2020 15,500 2021 2022 15,500 17,000 160,960 190,000 210,000 2023 18,000 220,000 2024 20,000 240,000 2025 22,000 260,000 hig h 2026 25,000 G S 280,0002. You are considering putting solar panels on the roof of your house. The installer is offering you payments of $166.67 per month for 20 years. What is the simple payback period (0% interest) for the following costs and benefits? ver 1 t (month) $ 0 ($18,000.00) 1 $ 166.67 2 $ 166.67 3-238 $ 166.67 239 $ 166.67 240 $ 166.67