Exam 12: An Alternative View of Risk and Return: the Arbitrage Pricing Theory
Exam 1: Introduction to Corporate Finance31 Questions
Exam 2: Accounting Statements and Cash Flow56 Questions
Exam 3: Financial Planning and Growth37 Questions
Exam 4: Financial Markets and Net Present Value: First Principles of Finance35 Questions
Exam 5: The Time Value of Money69 Questions
Exam 6: How to Value Bonds and Stocks81 Questions
Exam 7: Net Present Value and Other Investment Rules52 Questions
Exam 8: Net Present Value and Capital Budgeting46 Questions
Exam 9: Risk Analysis,real Options,and Capital Budgeting33 Questions
Exam 10: Risk and Return: Lessons From Market History48 Questions
Exam 11: Risk and Return: the Capital Asset Pricing Model63 Questions
Exam 12: An Alternative View of Risk and Return: the Arbitrage Pricing Theory40 Questions
Exam 13: Risk,return,and Capital Budgeting62 Questions
Exam 14: Corporate Financing Decisions and Efficient Capital Markets44 Questions
Exam 15: Long-Term Financing: an Introduction44 Questions
Exam 16: Capital Structure: Basic Concepts56 Questions
Exam 17: Capital Structure: Limits to the Use of Debt52 Questions
Exam 18: Valuation and Capital Budgeting for the Levered Firm54 Questions
Exam 19: Dividends and Other Payouts46 Questions
Exam 20: Issuing Equity Securities to the Public44 Questions
Exam 21: Long-Term Debt50 Questions
Exam 22: Leasing43 Questions
Exam 23: Options and Corporate Finance: Basic Concepts62 Questions
Exam 24: Options and Corporate Finance: Extensions and Applications24 Questions
Exam 25: Warrants and Convertibles47 Questions
Exam 26: Derivatives and Hedging Risk49 Questions
Exam 27: Short-Term Finance and Planning53 Questions
Exam 28: Cash Management34 Questions
Exam 29: Credit Management31 Questions
Exam 30: Mergers and Acquisitions55 Questions
Exam 31: Financial Distress20 Questions
Exam 32: International Corporate Finance54 Questions
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You have a 3 factor model to explain returns.Explain what a factor represents in the context of the APT? Each factor is multiplied by a β what do these represent and how do they relate to the actual return?
(Essay)
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Both the APT and the CAPM imply a positive relationship between expected return and risk.The APT views risk:
(Multiple Choice)
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Financial models used to describe returns are based either on a theoretical construct or parametric methods.Parametric models rely on:
(Multiple Choice)
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The betas along with the factors in the APT adjust the expected return for:
(Multiple Choice)
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To estimate the required return for a security using APT or CAPM,it is necessary to have:
(Multiple Choice)
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To estimate the cost of equity capital for a firm using APT or CAPM,it is necessary to have:
(Multiple Choice)
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The systematic response coefficient for productivity,βP,would produce an unexpected change in any security return of ________ if the expected rate of productivity was 1.5% and the actual rate was 2.25%.
(Multiple Choice)
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An investor is considering the three stocks given below:
A.
Stock B and C: Rp = .5(13.3%) + .5(9.2%) = 11.25%
Stock B and C: β p = .5(2.1) + .5(0.75) = 1.425
Stock B and T-bills: βB&TBILL = .5(2.1) + .5(0) = 1.05
Stock's B and A: βB&A = .5(2.1) + .5(-0.1) = 1.00
C. Demonstrate that holding stock A actually reduces risk by comparing the risk of a portfolio equally weighted between stock B and T-Bills with a portfolio equally weighted between stock B and
(Essay)
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For a diversified portfolio including a large number of stocks,:
(Multiple Choice)
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Which of the following is true about the impact on market price of a security when a company makes an announcement and the market has discounted the news?
(Multiple Choice)
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If the expected rate of inflation was 3% and the actual rate was 6.2%; the systematic response coefficient from inflation,βI,would result in a change in any security return of:
(Multiple Choice)
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Shareholders discount many corporate announcements because of their prior expectations.If an announcement causes the price to change it will mostly be driven by:
(Multiple Choice)
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In normal market conditions or when the market is rising if a security has a negative beta:
(Multiple Choice)
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