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a portfolio has a beta of 1.16, a standard deviation of 12.2%, and an expected return of 11.55%. the market return is 10.4% and the risk-free rate is 3.2%. what is the portfolio's sharpe ratio? multiple choice .737 .574 .770 .684 .855

Respuesta :

The market return is 10.4% and the risk-free rate is 3.2%. 0.684 is the Portfolio's Sharpe ratio.

Sharpe ratio = RX-RE/Std Dev Rx

Rx = Expected portfolio return: 11:55 %.

RF: Risk-free rate of return: 3:2%.

Std Dev Rx= Standard deviation of portfolio return= 12.2%.

Sharpe ratio= 11.55-3.2/12.2 = 8.35/12.2 = 0.68442622950

So, Sharpe ratio = 0.684

The "excess return" on an asset or a portfolio over a specific time period is used to compute the Sharpe Ratio. The standard deviation of the portfolio, a gauge of its volatility, is divided by this sum.

The Sharpe ratio in finance evaluates an investment's performance in comparison to a risk-free asset after taking into account its risk.

To learn more about Sharpe ratio visit: https://brainly.com/question/28102814

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