To calculate the zero-factor from a multiple-factor model developed portfolio, the resulting zero-factor
A) will be 0.
B) is a weighted average based on the factor covariances.
C) is a weighted average based on the security proportions.
D) is not included.
Correct Answer:
Verified
Q18: The assumption that the returns on all
Q19: Sector-factor model is a special kind of
Q20: In the cross-sectional approach to estimating factor
Q21: A cross-sectional forecasting model
A) uses intuition and
Q22: To develop the set of efficient portfolios,
Q24: In an efficient portfolio, increased diversification results
Q25: Multiple-factor models assume that several factors are
Q26: For a one factor model, the slope
Q27: A multiple-factor model requires the development of
Q28: Time series multiple-factor models
A) use variables with
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