。 Investment — End of Chapter Problem In your first year of work you deposit $1,200 in your retirement account at an 8% interest rate. Calculate how much your investment is worth after each of the given time periods. Round your answers to the nearest dollar. 5 years: $ 20 years: $ 1763 4320 10 years: $ 30 years: $ 2160 Incorrect 6480
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- Your firm is thinking about investing $250,000 in the overhaul of a manufacturing cell in a lean environment. Revenues are expected to be $39,000 in year one and then increasing by $13,000 more each year thereafter. Relevant expenses will be $15,000 in year one and will increase by $7,500 per year until the end of the cell's nine-year life. Salvage recovery at the end of year nine is estimated to be $10,000. What is the annual equivalent worth of the manufacturing cell if the MARR is 9% per year?Tom Evers an attorney is planning for retirement. He earns $126,000 a year and estimates that he will need 80% of his salary for retirement in 10 years. Tom invests him money in Citizen's Bank at 6% compounded quarterly. How much money would Tom have to put in the bank today to have enough for retirement?1. How much must you deposit each year to have $20,000 at the end of 15 years with money worth 7%?
- Find the present and future values of an income stream of 11000 dollars a year for 17 years. The interest rate is 9% compounded continuously. Round your answers to 2 decimal places. Part 1 The present value represents the amount of money you would have to deposit today in order to match what you would get from the income stream at the future date. The formula is Present Value = M S(t)e" dt. Future value represents the total amount of money you would have if you deposit the income stream until a future date. The formula is Future Value - Present Value* erM To start our problem we need to identify the variables. Time = M = i years Rate = r = i % Income Stream S(t) = i dollars/yearEvery year you pay your neighbor $150 to clean the gutters at your house. You saw an ad on late night TV for a new product--GutterSnipe--which sits in the gutters and prevents leaves getting in. Your interest rate is 8%, compounded daily, and you plan on being in the house another 10 years. You assume that any potential buyer won't be interested/notice that you have installed GutterSnipe on your house. What is the most you would be willing to pay to buy GutterSnipe for your house? $978 $965 $1010 $992Question 1: If you borrowed 18000$ at 4% annual interest. You agreed to repay the loan with five equal annual payments. How much of the total amount repaid is interest? How much of the third annual payment is interest, and how much principal is there? If you decided to pay off your loan after the third payment, how much will you pay?
- How much money will you have in seven yearsif you deposit $7,000 in the bank at 8.5% interestcompounded daily?1. Mary buys a 20 year annuity immediate for $100,000 subject to 6% effective annual interest rate. The first payment is one year from the time of purchase. Mary reinvests each of the 20 payments, as soon as she received them at the end of each year, into a fund that earns 8% interest on deposits. What is the accumulated amount in Mary's fund right after the 20th annuity payment has been deposited into the fund?Showing your working out, compute the price of all four bonds: Face Value Maturity (years) Yield Frequency of yield Coupon rate Frequency of coupon Bond 1 £1000 3 3% semi-annual 8% semi-annual Bond 2 £1000 4 3% quarterly 4% semi-annual Bond 3 £100 2 2% monthly 3% quarterly Bond 4 £100 5 3% monthly 4% semi-annual
- Discount #211669 for 3 years and 9 months at 4% compounded quarterly. Round your answer to 2 decimal places.Exhibit 1-A Future value (compounded sum) of $1 after a given number of time periods Period 5% 1.050 1% 1.010 1.020 1.030 2% 1.020 1.040 1.061 4% 1.040 6% 1.060 1.124 3% 7% 8% 9% 10% 11% 1.030 1.061 1.093 1.126 1.159 1.090 1.188 1.295 1.412 1.539 1.677 1.828 1.080 1.166 1 1.070 1.100 1.110 1.145 1.210 1.331 1.232 1.368 1.082 1.103 1.158 1.216 1.276 3 1.125 1.191 1.225 1.260 1.170 1.217 1.262 1.338 1.041 1.082 1.311 1.360 1.464 1.518 1.051 1.403 1.104 1.126 1.149 1.469 1.611 1.772 1.949 1.685 1.870 2.076 2.305 2.558 6. 1.062 1.194 1.265 1.340 1.419 1.501 1.587 1.072 1.230 1.316 1.407 1.504 1.606 1.714 8 1.083 1.172 1.267 1.369 1.477 1.594 1.718 1.851 1.993 2.144 1.094 1.105 1.116 1.195 1.219 1.243 2.172 2.367 2.580 2.813 3.066 3.342 3.642 3.970 4.328 4.717 5.142 5.604 8.623 2.358 2.594 2.853 3.138 3.452 1.305 1.423 1.551 1.689 1.838 1.999 1.344 1.629 1.710 10 1.480 1.791 1.967 2.159 2.839 11 1.539 2.105 2.332 2.518 2.720 2.937 3.172 3.426 3.700 3.996 4.316 1.384 1.898 3.152 12 1.127…You are getting a loan to buy your first home. It is a $250,000 home with three bedrooms and two bathrooms. The price is so low because the economy was bad, a lot of people lost their jobs, and few people are buying homes. You got the following information from the bank: Loan Amount: $150,000 Interest Rate 1 month ago: 4.5% Today: 4.1% Loan Period: 15 years (180 months) 1.Based on what you are hearing from friends and what you know about supply and demand in financial markets, what would you predict about the level of interest rates for house loans in the future? Will they stay the same, increase, or decrease? 2.Explain your answer by drawing and explaining two supply and demand curves: one showing the interest rate today (assume it is 4.1%) and one predicting what the interest rate will look like in one month. 3.