Assume that you manage a risky portfolio with an expected rate of return of 17% and a standard deviation of 27%. The T-bill rate is 7%.
You estimate that a passive portfolio invested to mimic the S&P 500 stock index yields an expected rate of return of 13% with a standard deviation of 25%.
What is the slope of the CML? (Round your answer to 2 decimal places.)
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Ответ:
The slope of the CML = (13% - 7%)/25% = 0.24
Explanation:
Given that:
expected rate of return of 17%
standard deviation of 27%.
The T-bill rate is 7%.
You estimate that a passive portfolio invested to mimic the S&P 500 stock index yields an expected rate of return of 13% with a standard deviation of 25%.
The slope of the CML is
Slope of the CML = (Expected return of Market - Risk free return)/Standard deviation of market
The slope of the CML = (13% - 7%)/25% = 0.24
= (0.13 - 0.07) /0.25
= 0.24
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