Determine, using Capital Assets Pricing Model (CAPM), the Expected Rate of Return Risk free rate was 10% and Market return was 15% Asset I : return 19%, beta: 1.7
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- What is the profitability index for an investment with the following cash flows given a 20 percent required return? Year Cash Flow 0 -$21,000.00 1 $7,200.00 2 $9,300.00 3 $8,500.00Compute the Payback Period, Discounted Payback Period, Net Present Value, Internal Rate of Return, and Productivity Index of all four alternatives based on cash flow. use 10 percent for the cost of capital in the calculations. For the Payback Period and for the Discounted Payback Period, compute to the midyear points. ALL Information is in the PNGs!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!Using Capital Asset Pricing Method (CAPM), compute for the cost of capital (equity) with risk-free rate of 4%, market return of 8% and Beta of 1.75 a. 13.00% b. 12.00% c. 11.00% d. 10.00%
- You must choose between two investments, G and W. The profitability index (PI), net present value (NPV) and internal rate of return (IRR) of the two investments are as follows: Criteria Investment G Investment W NPV –12 000 40 000 PI 0,985 1,053 IRR 20% 24% Which investment(s) should you choose, considering all the above criteria, if the cost of capital is equal to 21% per yearABC Company is using net present value analysis at various discount rates in order to determine the internal rate of return of an investment proposal. NPV using a discount rate of 12 percent = $2,095 NPV using a discount rate of 14 percent = $(2,108) By interpolating these results, an approximate internal rate of return on the investment is estimated to be percent. (Round your answer to the nearest whole percentage.)CONSIDERING THAT: You want to make an initial investment of $100,000, and maintain a constant weighting of 40% for asset 1 and 60% for asset 2. CALCULATE: What would be the average rate of return on asset 1? What would be the average rate of return on asset 2? What would be the average rate of return of the portafolio?
- An investment project has an initial cost of $260 and cash flows $75, $105, $100, and $50 for years 1 to 4 respectively. The cost of capital is 12%. What is the discounted payback period?A company wanted to invest in a project which requires an initial investment of ₱10,000 and discounting rate of 10% and will yield yearly cash flows as follows: Year 1, ₱2,000; Year 2, ₱7,000 and Year 3, ₱6,000. So, we will find out the Profitability Index by using the formula, PV of the cash flow = FV/ (1+i) ^n. - Calculate PV of the cash flow for Year 1 of investment. -Calculate PV of the cash flow for Year 2 of investment. -Calculate PV of the cash flow for Year 3 of investment. -How much is the total PV of future cash flow of the investment? -Find the Profitability Index of the investment.Calculate/estimate the IRR(s) for a 6-year project with the following cash flows: CF0 = -50, CF1 =28 = CF2 = CF3 = CF4 = CF5, and CF6 = -93. In Excel, plot the NPV (= Y axis) against r (= discountrate), using r = 0%, 2%, and so on until you find all IRRs in the chart. Identify/estimate all IRRs.
- Consider the following cash flow. Calculate the rate of return for an investment of 1000 TL.refer to below table ,Conduct a sensitivity analysis to determine the sensitivity of NPV to changes in the sales price, number of units sold, the variable costs per unit, fixed costs and the cost of capital. Set these variables’ values at 10% above and 10% below their base-case values. 2. Include a graph in your analysis with below table? 10% above Year Net Cash Flow (RM) Discount Rate (13.20%) Present Value (RM) 0 -1,217,800.00 1 -1217800 1 328,750.00 0.883392 290415.19 2 337,330.00 0.780382 263246.2 3 346,423.15 0.689383 238818.31 4 355,195.10 0.608996 216312.32 5 614,461.20 0.537982 330569.16 NPV 121561.19 10% below Year Net Cash Flow (RM) Discount Rate (10.80%) Present Value (RM) 0 -1,145,800.00 1 -1145800 1 184,000.00 0.902527 166064.98 2 185,395.00 0.814555 151014.45 3 189,459.85 0.735158 139282.93 4 193,936.89 0.6635 128677.14 5 448,143.25 0.598827 268360.17…Consider a position consisting of a $100,000 investment in asset A and a $100,000 investment in asset B. Assume that the daily volatilities of both assets are 1% and that the coefficient of correlation between their returns is 0.3. What is the 5-day 99% VaR for the portfolio?