Question: Given a pair of assets with different standard deviations, the minimum variance portfolio is defined as the portfolio that has the lowest variance among all

 Given a pair of assets with different standard deviations, the minimum

Given a pair of assets with different standard deviations, the minimum variance portfolio is defined as the portfolio that has the lowest variance among all possible portfolios. Similarly, given a pair of assets with different standard deviations, the minimum standard deviation port is defined as the portfolio that has the lowest standard deviation among all possible portfolios. Under what conditions the minimum variance portfolio and the minimum standard deviation portfolio would be different? If one of the assets is risk-free. O a. ob. They are always the same. If the correlation between assets is -1. Oc. od. They are always different If the correlation between assets is +1

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