dentify which model Skysong might use to estimate the discounted fair value under each scenario, and calculate the fair value. (For calculation purposes, use 5 decimal places as displayed in the factor table provided. Round final answers to 2 decimal places 5275251
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- Skysong, Inc. is using a discounted cash flow model. Scenario 1: Cash flows are fairly certain $180/year for 5 years Risk-adjusted discount rate is 6% Risk-free discount rate is 4% Identify which model Skysong might use to estimate the discounted fair value under each scenario, and calculate the fair value. (For calculation purposes, use 5 decimal places as displayed in the factor table provided. Round final answers to 2 decimal places, e.g. 5,275.25.) Click here to view the factor table PRESENT VALUE OF 1 Click here to view the factor table PRESENT VALUE OF AN ANNUITY OF 1. Scenario 1. Skysong might use Fair Value Scenario 2: Skysong might use Fair Value $ Scenario 2: Cash flows are uncertain 75% probability that cash flows will be $180 in 5 years 25% probability that cash flows will be $95 in 5 years Risk-adjusted discount rate is 6% Risk-free discount rate is 4% $ traditional approach ✔ model. expected cash flow model.Suppose you need $5,000 in one year, $4,300 more in two years, and $5,000 more in three years. Match each present value amount to the corresponding cash flow, assuming a discount rate of 17%. (Round all answers to two decimal places.) Instructions Drag and drop application. Present value of the Year 1 cash flow Present value of the Year 1 cash flow drop zone empty. Present value of the Year 2 cash flow Present value of the Year 2 cash flow drop zone empty. Present value of the Year 3 cash flow Present value of the Year 3 cash flow drop zone empty. $3,141.21 $3,121.85 $4,273.50What is the present value of the following stream of cash flows if the discount rate is 9%? Year 1-5: $14,000 inflow Years 6-20: $23,000 inflow (Use the present value tables in your course packet for any present value calculations. Round your final answer to the nearest dollar.)
- 1. You expect to receive $1,000 in one year, $2,000 in three years, and $1,500 in five years. Assume that the appropriate discount rate is 13%. a. Display these cash flows in a spreadsheet using the layout of a time line. Enter all period numbers (up to year 5) in one row, and the expected cash flows in the next row. b. What is the present value of these expected cash flows? Your answer should consist of one spreadsheet file with all your work in one worksheet. it should answer in excel fileme conventional paypack periva ignores une une value vi muncy, and this concerns Cold Goose Chv. He has now asked you to compute Dela discounted payback period, assuming the company has a 7% cost of capital. Complete the following table and perform any necessary calculations. Round the discounted cash flow values to the nearest whole dollar, and the discounted payback period to the nearest two decimal places. For full credit, complete the entire table. (Note: If your answer is negative use a minus sign.) Cash flow Discounted cash flow Cumulative discounted cash flow Discounted payback period: The discounted payback period The regular payback period $6,168,764 Year 0 -$6,000,000 -$6,000,000 -$6,000,000 $1,714,226 $3,957,217 years $2,411,755 $ IMI Year 1 $2,400,000 Which version of a project's payback period should the CFO use when evaluating Project Beta, given its theoretical superiority? $ $ One theoretical disadvantage of both payback methods-compared to the net present value…MKM International is seeking to purchase a new CNC machine in order to reduce costs. Two alternative machines are in consideration. Machine 1 costs $400,000, but yields a 15 percent savings over the current machine used. Machine 2 costs $950,000, but yields a 25 percent savings over the current machine used. In order to meet demand, the following forecasted cost information for the current machine is also provided. Year 1 2 23 3 4 5 Project Cost 1,000,000 1,350,000 1,400,000 1,450,000 2,500,000 a. Based on the NPV of the cash flows for these 5 years, which machine should MKM International purchase? Assume a discount rate of 11 percent. Assuming a discount rate of 11 percent, MKM International should purchase NPV of machine 1 is $ nearest whole number.) b. If MKM International lowered its required discount rate to 9 percent, what machine would it purchase? because the and the NPV of machine 2 is $. (Enter your responses rounded to the Assuming a discount rate of 9 percent, MKM…
- Investment X offers to pay you $7,500 per year for 9 years, whereas Investment Y offers to pay you $10, 200 per year for 5 years. a. If the discount rate is 6 percent, what is the present value of these cash flows? Note: Do not round intermediate calculations and round your answers to 2 decimal places, e.g., 32.16. b. If the discount rate is 22 percent, what is the present value of these cash flows? Note: Do not round intermediate calculations and round your answers to 2 decimal places, e.g., 32.16. a. Present value of Investment X at 6 percent Present value of Investment Y at 6 percent b. Present value of Investment X at 22 percent Present value of Investment Y at 22 percentVijayThe equations below show the discounted or present value of cash flows either one year or twenty years in the future. The first equation in each set of three shows the discounted value when the interest rate (or cost of capital) equals 5%. The second equation in each set of three shows the discounted value for an interest rate that is controlled by the slider. The third equation compares the two discounted values. Change the slider and observe whether the discounted value of the one-year cash flow changes more or less quickly than the discounted value of the twenty-year cash flow. Year 1 Cash Flow PV of $100 due in 1 year @ r=5.0%:$1001.051=$95.24\text {PV of } \$100 \text{ due in 1 year @ } r = 5.0\% : \large{\frac {\$100} {1.05^1}} \normalsize = \$95.24PV of $100 due in 1 year @ r=5.0%:1.051$100=$95.24 PV of $100 due in 1 year @ r=5.0%:$1001.0501=$95.24\text {PV of } \$100 \text{ due in 1 year @ } r = 5.0\% : \large{\frac {\$100} {1.050^1}} \normalsize = \$95.24PV of $100…