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Questions 1:
Selected information about shares of two companies is provided in the following table:
The standard deviation of returns of the portfolio formed with these two stocks is closest to:
A、 32.85%.
B 、26.80%.
C、 25.04%.
Questions 2:
For a portfolio consisting of two assets with a correlation coefficient of +1.0, it is most likely that portfolio risk is:
A 、equal to the weighted average of the risk of the two assets in the portfolio.
B 、less than the weighted average of the risk of the two assets in the portfolio.
C、 greater than the weighted average of the risk of the two assets in the portfolio.
C is correct.
B is incorrect. This is the weighted standard deviations = 0.68 × 0.30 + 0.32 × 0.20 = 0.268.
A is correct. With a correlation coefficient of +1.0, no diversification benefits are obtained and the portfolio risk is equal to the weighted average of the risk of the two assets in the portfolio.
B is incorrect. Portfolio risk is less than the weighted average of the risk of the two assets in the portfolio only when the correlation coefficient is smaller than one.
C is incorrect. Portfolio risk can never be greater than the weighted average of the risk of the two assets in the portfolio.
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