In: Finance
Refer to the following table | |||||||||
Construct an equal-weighted (50/50) portfolio of Investments A and B. What is the expected rate of | |||||||||
return and standard deviation of the portfolio? Explain your results. |
State | Probability | A | B | AB |
Very poor | 0.1 | -10% | -25% | -17.5% |
Poor | 0.2 | 0% | -5% | -2.5% |
Average | 0.4 | 10% | 15% | 12.5% |
Good | 0.2 | 20% | 35% | 27.5% |
Very good | 0.1 | 30% | 55% | 42.5% |
Results:
Portfolio Expected Return = 12.50% Standard Deviation = 16.43%
Stock A Expected Return = 10% Standard Deviation = 10.93%
Stock B Expected Return = 15% Standard Deviation = 21.91%
By equally investing in stock A and stock B we are getting the expected return of 12.50% with just 16.43% of Standard deviation.