Q3) You are invested 26.20% in growth stocks with a beta of 1.77, 26.70% in valu
ID: 2824951 • Letter: Q
Question
Q3) You are invested 26.20% in growth stocks with a beta of 1.77, 26.70% in value stocks with a beta of 0.74, and 47.10% in the market portfolio. What is the beta of your portfolio? (1 point) Q4) An analyst gathered the following information for a stock and market parameters: stock beta = 0.85; expected return on the Market = 9.50%; expected return on T-bills = 1.80%; current stock Price = $9.01; expected stock price in one year = $11.04; expected dividend payment next year = $1.13. Calculate thea) Required return for this stock (1 point): b) Expected return for this stock (1 point): Q5) The market risk premium for next period is 5.00% and the risk-free rate is 1.50%. Stock Z has a beta of 1.40 and an expected return of 10.00%. What is the:
a) Market's reward-to-risk ratio? (1 point): b) Stock Z's reward-to-risk ratio (1 point): Q3) You are invested 26.20% in growth stocks with a beta of 1.77, 26.70% in value stocks with a beta of 0.74, and 47.10% in the market portfolio. What is the beta of your portfolio? (1 point) Q4) An analyst gathered the following information for a stock and market parameters: stock beta = 0.85; expected return on the Market = 9.50%; expected return on T-bills = 1.80%; current stock Price = $9.01; expected stock price in one year = $11.04; expected dividend payment next year = $1.13. Calculate the
a) Required return for this stock (1 point): b) Expected return for this stock (1 point): Q5) The market risk premium for next period is 5.00% and the risk-free rate is 1.50%. Stock Z has a beta of 1.40 and an expected return of 10.00%. What is the:
a) Market's reward-to-risk ratio? (1 point): b) Stock Z's reward-to-risk ratio (1 point):
Explanation / Answer
(3) Growth Stock Proportion = 26.2 %, Beta = 1.77
Value Stock Proportion = 26.7%, Beta = 0.74
Market Portfolio Proportion = 47.1 %, Beta =1
Weighted Average Portfolio Beta = 0.262 x 1.77 + 0.267 x 0.74 + 0.471 x 1 = 1.13232 or 1.13 approximately.
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