If the CAPM is correct, which of the following would have the lowest risk premium?

Challenge Use the CAPM and the following assumptions to estimate the expected return of the given stock for the next year. The risk-free rate is % All investors have quadratic utility with the average investor’s risk aversion index of The standard deviation of the market portfolio is % The predicted beta is found with the following prediction model:

Define the Treynor-Black method for portfolio construction.

Consider the following monthly returns for a stock, the market portfolio, and the risk-free investment over the last 12 months: Monthly Returns of a Stock, the Market Portfolio, and the Risk-Free Investment Month Stock Market Risk-Free 1 % % % 2 % % % 3 % % % 4 % % % 5 % % % 6 % % % 7 % % % 8 % % % 9 % % % 10 % % % 11 % % % 12 % % %   Assuming the single-factor model is true, what was the annualized firm-specific risk over the last twelve months for the stock? Enter your annualized firm-specific risk as a percentage, rounded to the nearest 0.01% (e.g., for 0.12345, enter 12.35).

Suppose the simple CAPM is correct and investors have quadratic utility. What is the market risk premium if the risk-aversion index of the average investor is 3.0 and the market portfolio risk (standard deviation) is 20%?

In the context of the single-factor model, which of the following is a cyclical stock?

Using the Treynor-Black model, you identified an optimal active portfolio that has an alpha, beta, and firm-specific risk of %, , and %, respectively. At this time, the market risk premium is % and the market portfolio risk (standard deviation) is %. What is the Sharpe ratio of the optimal risky portfolio? Enter your answer as a number, rounded to the nearest 0.001.

Compared to free trade, the change of Econland total surplus (including producer plus consumer plus government revenue) due to the tariff in question 13 equals

The slope of the budget constraint represents the ___ while the slope of the indifference curve represents the ___:

What is the Nash equilibrium?