Which one of these statements is correct regarding a portfolio of two risky securities?
A) Both the rate of return and the standard deviation of a portfolio can be changed by changing the portfolio weights.
B) The opportunity set is represented by a forward bending curve when expected returns are graphed against standard deviation.
C) Diversification occurs when the correlation between two securities is +1.
D) The standard deviation of a portfolio cannot be lower than the weighted average standard deviation of the securities held within the portfolio.
E) The minimum variance portfolio of two stocks also represents the portfolio's highest possible rate of return.
Correct Answer:
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Q13: The standard deviation of a portfolio will
Q14: The portfolio expected return considers which of
Q15: If there is no diversification benefit derived
Q16: Which statement correctly applies to the feasible
Q17: The expected return on a portfolio
A)can be
Q19: The covariance of two securities is
A)equal to
Q20: The correlation between stocks A and B
Q21: The standard deviation of a risk-free asset
Q22: The beta of a security is calculated
Q23: The capital market line
A)assumes investors can borrow,but
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