Question: Given the following expected return vector and variance-covariance matrix tor three assets: and given the fact that Pie Traynor's risky portfolio is split 50:50 between

Given the following expected return vector and variance-covariance matrix tor three assets:
Given the following expected return vector and variance-covariance matrix tor

and given the fact that Pie Traynor's risky portfolio is split 50:50 between the two risky assets,
a. Which security of the three must be the riskfree asset? Why?
b. Calculate the expected return and standard deviation of Pie's portfolio.
c.
If the riskfree asset makes up 25% of Pie's total portfolio, what are the total portfolio's expected return and standard deviation?

10.1 ER-7.8 5.0 210 60 0 VC' 60 900

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