of planning and managing a firm’s long-term investments is called: A. B. C. D. E. working capital management. financial depreciation. agency cost analysis. capital budgeting. capital structure. 4. The mixture of debt and equity used by a firm to finance its operations is called: A. B. C. D. E. working capital management. financial depreciation. cost analysis. capital budgeting. capital structure. 5. The management of a firm’s short-term assets and liabilities is called: A. B. C. D. E. working capital
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events would REDUCE its WACC? a. The market risk premium declines. b. The flotation costs associated with issuing new common stock increase. c. The company’s beta increases. d. Expected inflation increases. e. The flotation costs associated with issuing preferred stock increase. __c__ 2. Duval Inc. uses only equity capital‚ and it has two equally-sized divisions. Division A’s cost of capital is 10.0%‚ Division B’s cost is 14.0%‚ and the corporate (composite) WACC is 12.0%. All of Division
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[pic] School of Management Studies Finance Advanced Topics [BUS4083W] Corporate Finance Test 23 September 2010 Time Allocation: 120 minutes Total Mark Allocation: 90 marks Case Study: Anglo American On the 20th of February 2009‚ Anglo American announced that it would cut 11% of its work force and suspend its share buyback and dividend in the face of a poor economic outlook marked by "unprecedented" uncertainty. The miner said it was reducing its headcount by
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Final Exam Corporate Finance FINC 650 1. Which of the following is not considered a capital component for the purpose of calculating the weighted average cost of capital as it applies to capital budgeting? a. b. c. d. e. Long-term debt. Common stock. Short-term debt used to finance seasonal current assets. Preferred stock. All of the above are considered capital components for WACC and capital budgeting purposes. 2. A company has a capital structure which consists of 50 percent debt and 50 percent
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Corporate Finance: An Introduction (Welch) Chapter 1 Introduction 1.1 The Goal of Finance: Relative Valuation 1) Which of the following statements is true? A) In finance‚ it is important to determine an asset ’s absolute value. B) The relative value of any asset is‚ at best‚ a lucky guess. C) The true value of an asset is unaffected by externalities such as interest rate levels‚ the state of the economy‚ etc. D) Valuation is not an exact science
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Bendigo Bank Case Study 2011 Question (1): Capital Structure and Financing in the Banking Industry Introduction Australian banks are an interesting case of capital structure and financing considerations as far as companies go‚ in that they are regulated in a number of ways by the Australian Prudential Regulatory Authority (APRA) and the Reserve Bank of Australia (RBA). Considerations of capital structure have the effect of reducing the cost of capital and so in turn increase the value
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the context of a portfolio‚ the risk of an asset is divided into two parts: diversifiable risk (unsystematic risk) and market risk (systematic risk). Diversifiable risk arises from company-specific factors and hence can be washed away through diversification. Market risk stems from general market movements and hence cannot be diversified away. For a diversified investor what matters is the market risk and not the diversifiable risk. (4)In general‚ investors are risk-averse. So‚ they want to be compensated
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Overview The Risk - Return Relationship Another fundamental relationship in the study of finance is the relationship between expected return and the expected level of associated risk. The nature of the relationship is that as the level of expected risk increases‚ the level of expected return also increases. The opposite is true as well. Lower levels of expected risk are associated with lower expected returns. This RISK-RETURN RELATIONSHIP is characterized as being a direct relationship
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Risk and Return: Portfolio Theory and Asset Pricing Models Portfolio Theory Capital Asset Pricing Model (CAPM) Efficient frontier Capital Market Line (CML) Security Market Line (SML) Beta calculation Arbitrage pricing theory Fama-French 3-factor model Portfolio Theory • Suppose Asset A has an expected return of 10 percent and a standard deviation of 20 percent. Asset B has an expected return of 16 percent and a standard deviation of 40 percent. If the correlation between A and B is 0.6
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year’s dividend will be $0.20. The dividend growth rate is forecasted to be 6% forever. Risk-free rate is 3%‚ and market risk premium is 4%. Assume that Constant Dividend Growth Model and CAPM give you the same estimate of the cost of capital for equity‚ what is the beta of its stock? By the Constant Dividend Growth Model: Cost of Equity = D/P+g = 0.2/20+6%=7% By CAPM‚ cost of equity = R(f)+ beta * market risk premium = 3% + beta* 4%‚ Set this to be equal to 7%‚ solve for beta: beta=1 3. Firm
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