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Investment State I Return (p=0.3) State II Return (p = 0.5) State III Return (p=0.2) A 5% 11% 9% B 6% 8% -3% Given the

Investment

State I Return (p=0.3)

State II Return (p = 0.5)

State III Return (p=0.2)

A

5%

11%

9%

B

6%

8%

-3%

Given the above information on two investments A and B, calculate the following statistics: The correlation coefficient between A and B is 0.169. (Note that since the correlation is given, you do not have to do the long calculation for covariance, just use s AB = r ABs As B .)

1. Expected Return for A

2. Standard Deviation for A

3. Expected Return for B

4. Standard Deviation for B

5. The expected return on a portfolio consisting of 60% A and 40% B.

6. The standard deviation of a portfolio consisting of 60% A and 40% B. (Check Answer: P = 2.47%)

7. The covariance between A and B

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