Stocks A and B have the fallowing probability distributions of espected future returns: A Probability 0.1 (10N) (a5) 0.2 2 0.4 12 20 0.2 20 25 0.1 38 45 Cakulate the cxpected rate of return for each...


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Stocks A and B have the fallowing probability distributions of espected future returns:<br>A<br>Probability<br>0.1<br>(10N) (a5)<br>0.2<br>2<br>0.4<br>12<br>20<br>0.2<br>20<br>25<br>0.1<br>38<br>45<br>Cakulate the cxpected rate of return for each stck. (2 decimal) places<br>Stock A Expected Return<br>Stock B Expected Return<br>Cakulate the standard deviation of expected returm, for each stock (2 decimal places)<br>Stock A Standard Deviation<br>Stock 8 Standard Deviation<br>Now caltulate the coeflicient of variation for each stock (2 decimal places)<br>Stock A Coefficient of Variation<br>Stock B Couficient of Variation<br>Assume the risk-free rate is 25. What are the Sharpe ratias for Stocks A and B? (4 decimal places)<br>Stock A Sharpe Ratio<br>Stock B Sharpe Ratio<br>

Extracted text: Stocks A and B have the fallowing probability distributions of espected future returns: A Probability 0.1 (10N) (a5) 0.2 2 0.4 12 20 0.2 20 25 0.1 38 45 Cakulate the cxpected rate of return for each stck. (2 decimal) places Stock A Expected Return Stock B Expected Return Cakulate the standard deviation of expected returm, for each stock (2 decimal places) Stock A Standard Deviation Stock 8 Standard Deviation Now caltulate the coeflicient of variation for each stock (2 decimal places) Stock A Coefficient of Variation Stock B Couficient of Variation Assume the risk-free rate is 25. What are the Sharpe ratias for Stocks A and B? (4 decimal places) Stock A Sharpe Ratio Stock B Sharpe Ratio

Jun 10, 2022
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