Exam 11: Factor Models
Exam 1: Introduction36 Questions
Exam 2: Buying and Selling Securities56 Questions
Exam 3: Security Markets72 Questions
Exam 4: Efficient Markets, Investment Value, and Market Price35 Questions
Exam 5: Taxes62 Questions
Exam 6: Inflation45 Questions
Exam 7: Portfolio Selection Problem39 Questions
Exam 8: Portfolio Analysis54 Questions
Exam 9: Risk Free Lending and Borrowing51 Questions
Exam 10: The Capital Asset Pricing Model46 Questions
Exam 11: Factor Models53 Questions
Exam 12: Arbitrage Pricing Theory40 Questions
Exam 13: Characteristics of Common Stocks107 Questions
Exam 14: Financial Analysis of Common Stocks49 Questions
Exam 15: Dividend Discount Models69 Questions
Exam 16: Dividends and Earnings53 Questions
Exam 17: Investment Management39 Questions
Exam 18: Portfolio Performance Evaluation55 Questions
Exam 19: Types of Fixed-Income Securities64 Questions
Exam 20: Fundamentals of Bond Valuation42 Questions
Exam 21: Bond Analysis62 Questions
Exam 22: Bond Portfolio Management67 Questions
Exam 23: Investment Companies63 Questions
Exam 24: Options69 Questions
Exam 25: Futures53 Questions
Exam 26: International Investing47 Questions
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A two factor model for the return for Security X is 2% - 3(CPI) + 2(GDP). If you forecast CPI to be 2% and GDP to be 6%, the expected return for Security X is
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To find the variance between two securities using a two-factor model, an analyst does not need
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Factor model relationships are built on the following critical assumptions EXCEPT
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A ____________ process is a statistical model that describes how the return on a security is produced.
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In a factor model any portion of a security's return unexplained by the model is assumed to be _______ with unique elements of returns on other securities.
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One limitation on factor models is the problem that a good factor model in one period
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In the cross-sectional approach to estimating factor models, the sensitivities of returns to the factors are sometimes referred to as ____.
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The two-factor model for Security A is -4% + 6%(IP) + 2%(M) and for Security B is 1.5% + 3%(IP) + 2.5%(M). An analyst forecasts IP at 1.5% and M at 3% with respective variances at 3% and 2%. The Covariance of Securities A and B is 80.8. Covariance (IP, M) is
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Using a one-factor model to develop the efficient set of portfolios eliminates the need to estimate
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Multiple-factor models assume that several factors are necessary to model the return-generating process because
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The assumption that the returns on all securities respond to a single ___ greatly simplifies the task of identifying the tangency portfolio.
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A multiple-factor model requires the development of multiple
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In a one-factor model, the only correlation between the returns of two securities is assumed to be through
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A choice that is not a major criterion in the selection of a factor is
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One of the basic assumptions of the time-series approach to estimating factor models is
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______ or idiosyncratic risk is that portion of a security's total risk that is not related to moves in various common factors.
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Which one of the following approaches to estimating factor models would employ factors such as unemployment rates, money supply changes, and inflation rates?
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The market model can be shown to be a specific example of a ____- factor model.
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