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Which of the following statement is wrong about the optimal risky portfolio? It is the same for all investors. It is the tang
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Answer #1

The optimal risky portfolio is found at the point where the CAL is tangent to the efficient frontier. Hence it is also known as tangency portfolio.

When you analyze a set of assets using mean-variance analysis, the tangency portfolio is the portfolio with the highest Sharpe ratio. It's called the tangency because it's located at the tangency point of the Capital Allocation Line and the Efficient Frontier.

The selection of the optimal portfolio set depends upon the degree of risk aversion of the investor.

It is not the same for all investors. Since we have to choose the incorrect choice, Option A is correct.

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