Exam 7: Introduction to Risk and Return
Exam 1: Introduction to Corporate Finance49 Questions
Exam 2: How to Calculate Present Values100 Questions
Exam 3: Valuing Bonds62 Questions
Exam 4: The Value of Common Stocks65 Questions
Exam 5: Net Present Value and Other Investment Criteria74 Questions
Exam 6: Making Investment Decisions With the Net Present Value Rule75 Questions
Exam 7: Introduction to Risk and Return90 Questions
Exam 8: Portfolio Theory and the Capital Asset Pricing Model89 Questions
Exam 9: Risk and the Cost of Capital76 Questions
Exam 10: Project Analysis69 Questions
Exam 11: How to Ensure That Projects Truly Have Positive Npvs71 Questions
Exam 12: Agency Problems and Investment67 Questions
Exam 13: Efficient Markets and Behavioral Finance58 Questions
Exam 14: An Overview of Corporate Financing61 Questions
Exam 15: How Corporations Issue Securities69 Questions
Exam 16: Payout Policy70 Questions
Exam 17: Does Debt Policy Matter78 Questions
Exam 18: How Much Should a Corporation Borrow75 Questions
Exam 19: Financing and Valuation83 Questions
Exam 20: Understanding Options76 Questions
Exam 21: Valuing Options75 Questions
Exam 22: Real Options58 Questions
Exam 23: Credit Risk and the Value of Corporate Debt53 Questions
Exam 24: The Many Different Kinds of Debt100 Questions
Exam 25: Leasing54 Questions
Exam 26: Managing Risk67 Questions
Exam 27: Managing International Risks64 Questions
Exam 28: Financial Analysis52 Questions
Exam 29: Financial Planning59 Questions
Exam 30: Working Capital Management86 Questions
Exam 31: Mergers78 Questions
Exam 32: Corporate Restructuring70 Questions
Exam 33: Governance and Corporate Control Around the World50 Questions
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For each additional 1 percent change in market return, the return on a stock having a beta of 2.2 changes, on average, by
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For log normally distributed returns, annual compound returns equal
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If the covariance between stock A and stock B is 100, the standard deviation of stock A is 10 percent and that of stock B is 20 percent, calculate the correlation coefficient between the two securities.
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For long-term U.S. government bonds, which risk concerns investors the most?
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What has been the average annual rate of return in real terms for a portfolio of U.S. common stocks between 1900 and 2017?
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The standard statistical measures of the variability of stock returns are beta and covariance.
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One dollar invested in a portfolio of U.S. common stocks in 1900 would have grown in nominal value by the end of year 2017 to
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Diversification can reduce portfolio risk even in the case when correlations across stock returns equal zero.
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