Regardless of the decision made on the investment at hand‚ the sunk costs will have already occurred‚ which means these are not incremental cash flows. Hence‚ they are irrelevant. Solution to Integrative Problem‚ parts 4‚ 5‚ & 6. Section I. Calculate the change in EBIT‚ Taxes‚ and Depreciation (this become an input in the calculation of Operating Cash Flow in Section II). Year | 0 | 1 | 2 | 3 | 4 | 5 | Units Sold | | 70‚000 | 120‚000 | 140‚000 | 80‚000 | 60‚000 | Sale Price |
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the PV of the inflows the next year divided by the discount rate‚ which was given to us as 12%. Once NPVs were found for each individual sequel‚ we took the sum and divided it by the number of sequels‚ which is 99. This calculation led us to an NPV of -$3.38. Then we had to discount these values back 2 years to get an average NPV per sequel of -$2.69. We need to discount back 2 years because the NPV for our years 3 and 4 (for the film sequel) give us years 2 and 3‚ but we want years 0 and 1‚ so we
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What is the "marginal cost of capital"? 5. Know how to calculate the cost of debt‚ before and after taxes‚ and then also including flotation costs. 6. Know how to calculate the cost of common stock using the Gordon growth model (the DCF method) and the CAPM‚ and how to adjust the Gordon model for flotation costs. 7. Know how to calculate the cost of preferred stock‚ with and without flotation costs. 8. Know how to calculate the market value weights for the WACC. 9. Explain how
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analysis you may need to calculate internal rate of return. “Internal rate of return (IRR) is the discount rate that gives the project a zero NPV” (McLaney‚ 2006). It is a good choice to use for investment projects. There is a formula for the internal rate of return: (A is the lower discount rate and B is the higher rate‚ a is the NPV at the lower rate and b is the NPV at the higher rate.) For example the Net Present Value (NPV) is 88 when the discount rate is 20%‚ and the NPV is 12 when the discount
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Thinking 4. Evaluate the strengths and weaknesses of the Cash Payback Period‚ Discounted Cash Payback Period‚ NPV‚ IRR and MIRR capital expenditure budgeting methods. Prepare a recommendation for Stewart regarding the capital budgeting method or methods to use in evaluating the expansion alternatives. Support your answer. Capital budgeting techniques such as payback period‚ net present value (NPV)‚ internal rate of return (IRR) and modified internal rate of return (MIRR) all offer particular strengths
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Finance 486 Final Exam 1. Income Statement Preparation - 25 points a. Prepare an income statement for Cathy Chen‚ CPA‚ for the year ended December 31‚ 2009 Cathy Chen‚ CPA Income Statement for the Year Ended December 31‚ 2009 | Sales revenue | | $360‚000 | Less: Operating expenses | | | Salaries | 180‚000 | | Employment taxes and benefits | 34‚600 | | Supplies | 10‚400 | | Travel & entertainment | 17‚000 | | Lease payment | 32‚400 | | Depreciation
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equal‚ a project’s NPV increases as the cost of capital declines. c. All else equal‚ a project’s MIRR is unaffected by changes in the cost of capital. d. Statements a and b are correct. e. Statements b and c are correct. Ranking conflicts 2. Answer: a Diff: E Which of the following statements is most correct? a. The NPV method assumes that cash flows will be reinvested at the cost of capital‚ while the IRR method assumes reinvestment at the IRR. b. The NPV method assumes that
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Case: AMERICAN CHEMICAL CORPORATION 1. Executive Summary Dixon‚ an American specialty chemical producer‚ wants to buy Collinsville plant from American Chemical Corporation‚ another typical chemical company in 1979. Dixon wants to diversify its product line buy acquiring the aforesaid plant‚ which produces sodium-chlorate to supply to paper producers in Southeastern part of the US. This plant initially cost 12 mln. USD and additional 2‚25 mln. USD needed to buy laminate technology to increase efficiency
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CHAPTER 4 DISCOUNTED CASH FLOW VALUATION Solutions to Questions and Problems 10. To find the future value with continuous compounding‚ we use the equation: FV = PVeRt a. b. c. d. FV = $1‚000e.12(5) FV = $1‚000e.10(3) FV = $1‚000e.05(10) FV = $1‚000e.07(8) = $1‚822.12 = $1‚349.86 = $1‚648.72 = $1‚750.67 23. We need to find the annuity payment in retirement. Our retirement savings ends at the same time the retirement withdrawals begin‚ so the PV of the retirement withdrawals will be the FV of
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Paperco is what is the Net Present Value (NPV) of replacing its existing mechanical drying equipment with the more efficient equipment from Pressco‚ assuming (1) the rumored tax legislation is enacted; (2) Paperco fails to sign the contract in time to receive the investment tax credit; and (3) the equipment is installed in December 1986. II: General Framework for Financial Analysis: “Net Present Value (NPV) is a method of ranking investment proposals using the NPV‚ which is equal to the present value
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