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You are holding a stock, which has beta of 1.4. What will be the debt-equity ratio of an equivalent-risk portfolio on the CML? 0 2/7
- You are holding a stock, which has beta of 1.4. What will be the debt-equity ratio of an equivalent-risk portfolio on the CML?
- 0
- 2/7
- 1/5
- 2/5
- None of the above
- You are holding a CML portfolio with 16% expected return. The risk premium included in your CML portfolios expected return is twice the risk premium included in the market portfolios expected return of 12%.
What must be the risk-free interest rate?
- 5%
- 6%
- 7%
- 8%
- None of the above
- You currently hold an investment portfolio of stocks worth $30,000. It has 9% expected return and 30% volatility. A market index fund is available with 10% expected return and 12.5 volatility. T-bills currently provide 5% risk-free interest rate.
Based on the CAPM, how could you switch to another investment portfolio with the same expected return but one-third the volatility of your current portfolio?
- Invest $15,000 in the market index fund and $15,000 in the T-bills
- Invest $24,000 in the market index fund and $6,000 in the T-bills
- Invest $27,000 in the market index fund and $3,000 in the T-bills
- Invest $30,000 in the market index fund and nothing in the T-Bill
- None of the above
- A no-growth all-equity firm expects constant annual perpetual future cashflows. It has an equity Beta of 1.2. It is considering changing its capital structure to a mix of risk-free debt and equity with debt-equity ratio of . The risk-free interest rate is 5% and the market return is expected to be 10%. Based on the CAPM, what risk premium would investors in the firms shares require after the change the firms capital structure?
- 0%
- 8%
- 12%
- 7.5%
none of the above
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