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In a multi-factor macroeconomic model the mean-zero error term represents:

A)

the portion of the individual asset's return that is not explained by the systematic factors.

B)

sampling error in estimating factor sensitivities.

C)

the no-arbitrage condition imposed in multi-factor models.




The mean-zero error term represents the unsystematic, firm-specific, diversifiable risks that are not explained by the systematic factors.

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The factor models for the returns on Omni, Inc., (OM) and Garbo Manufacturing (GAR) are:

ROM = 20.0% –1.0(FCONF) + 1.4(FTIME) + εOM
RGAR = 15.0% –0.5(FCONF) + 0.8 (FTIME) + εGAR

What is the expected return on a portfolio invested 60% in Omni and 40% in Garbo?

A)

20.96%.

B)

19.96%.

C)

18.0%.




The factor model for the portfolio is:

RP = [(0.6)(20.0%) + (0.4)(15.0%)]
+ [(0.6)(?1.0) + (0.4)(?0.5)] (FCONF)
+ [(0.6)(1.4) + (0.4)(0.8)] (FTIME)
+ [(0.6) εOM + (0.4)εGAR]

= 18.0% ?0.80(FCONF) + 1.16(FTIME) + (0.6)εOM + (0.4)εGAR

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