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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Which of the following statements is NOT true about one-factor models and diversification?
(Multiple Choice)
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The one-factor return-generating model assumes the correlation between the random-error term and the factor is
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_____ risk is that part of security's total risk that is related to moves in various common factors.
(Multiple Choice)
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You have a two-factor model to forecast the return for Security A: 4% + l.5(GDP) - 2(CPI). You forecast GDP at 4% and CPI at 3% with variances of 6% and 5% respectively. The covariance (GDP, CPI) is .8 and the variance of the random error is 9%. The variance for Security A would be
(Multiple Choice)
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To calculate the zero-factor from a multiple-factor model developed portfolio, the resulting zero-factor
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________ is a measure of the responsiveness of a security's returns to a particular common factor.
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In the factor-analytic approach to estimating factor models, factor analysis will identify factors but unfortunately they will be
(Multiple Choice)
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In the world of factor models the market model is an example where the factor is the
(Multiple Choice)
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For a one factor model, the slope for Security X is 4, and the slope for Security Y is 5. The factor has a standard deviation of 3%. The covariance between Securities X and Y is
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The savings and loan industry would probably have a high sensitivity to a factor such as
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