discounted cash flow (DCF In finance‚ discounted cash flow (DCF) analysis is a method of valuing a project‚ company‚ or asset using the concepts of the time value of money. All future cash flows are estimated and discounted to give their present values (PVs) — the sum of all future cash flows‚ both incoming and outgoing‚ is the net present value (NPV)‚ which is taken as the value or price of the cash flows in question. Using DCF analysis to compute the NPV takes as input cash flows and a discount
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company as it is merely a tool of raising capital while its costs of issuance and consecutive monitoring costs (due to diluted shareholdings of the company by public investors) are relatively higher than the cost of issuing corporate debt. Yet IPO is still a popular tool for infant firms due to the fact it creates strategic market exposure. JetBlue was attempting to issue an IPO in 2002 after the subsequent event of 9/11 terrorist attack. This report attempts to calculate and evaluate the IPO valuation
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established that a strong correlation between estimated future cash flows and the value of a firm exists (Copeland et al‚ 1994 ; Brealey and Myers ‚ 2000; Jones‚ 1998 ). In their study of 51 highly leveraged transactions (HLTs) ‚ Kaplan and Ruback (1995) found that the valuations using the DCF methods are within 10%‚ on average‚ of the market value of the transactions‚ providing a strong relation between the market value and discounted cash flow forecasts. In addition‚ they found that the DCF methods
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traded firms pay no dividends yet investors are willing to buy shares in these firms. How is this possible? Does this violate our basic principle of stock valuation? Explain. Our basic principle of stock valuation is that the value of a share of stock is simply equal to the present value of all of the expected dividends on the stock. According to the dividend growth model‚ an asset that has no expected cash flows has a value of zero‚ so if investors are willing to purchase shares of stock in firms
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ANALYSIS FOR FINANCIAL MANAGEMENT 10TH Edition Robert C. Higgins Additional Problems Chapter 7 – Discounted Cash Flow Techniques page 247 A brief tutorial on Excel financial functions (problems to follow) You may find the following Excel‚ built-in financial functions helpful when analyzing the problems below. (To access these functions‚ select Insert‚ Functions‚ and choose Financial.) =PV(rate‚ nper‚ pmt‚ fv‚ type) returns the present value of a series of cash flows
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Richard A. Brealey and Stewart C. Myers George Reeby proposes to sell 90‚000 shares‚ or about 22%‚ of his company. How much are those shares worth? We have to value the company using George’s forecasts. The forecasts presented in Tables 4.10 and 4.11 do not show free cash flow and financing requirements. These are calculated in Table 1. Note that free cash flow for 2005 is -$2.3 million. But dividends are $2.0‚ so the company will need 2.3 + 2.0 = $4.3 million in outside equity financing
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Chapter 5: Flow Rate and Capacity Analysis 5.1 Objective Chapter 3 introduced the three basic building blocks of process flow namely the (average) flow time‚ (average) flow rate and (average) inventory. It is followed by a sequence of three chapters‚ 4‚ 5 and 6‚ which examine each one of these measures individually. Chapter 5 is concerned with flow rate analysis and issues of capacity. The major managerial concept discussed in the in the chapter is that of the bottleneck. We use the notion
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theory and in practice Unlevered vs. levered DCF SECTION 2: MODELING THE DCF Modeling unlevered free cash flows Discounting to reflect stub year and mid-year adjustment Terminal value using growth in perpetuity approach Terminal value using exit multiple approach Calculating net debt Shares outstanding using the treasury stock method Modeling the weighted average cost of capital (WACC) Sensitivity analysis using data tables Modeling synergies ***************************** SAMPLE PAGES FROM TUTORIAL
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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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In finance‚ the discounted cash flow (DCF) analysis is a method of valuing a project‚ company or asset using the concepts of time value of money (Wikipedia‚ 2004). Three inputs are required to use the DCF‚ also called dividend-yield-plus-growth-rate approach‚ include: the current stock price‚ the current dividend‚ and the marginal investor’s expected dividend growth rate. The stock price and the dividend are east to obtain‚ but the expected growth rate is difficult to estimate (Ehrhardt & Brigham
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