If the economy is normal, Stock A is expected to return 11.00%. If the economy falls into a recession, the stock's return is projected at a negative 14%. If the economy is in a boom the stock has a projected return of 20.0% The probability of a normal economy is 60% while the probability of a recession is 20% and boom is 20%. What is the expected return of this stock?
**ENTER YOUR ANSWER AS A PERCENTAGE WITH ONE DECIMAL PLACE (e.g., 12.1) AND NOT AS A DECIMAL (e.g., 0.121). ROUND TO THE NEAREST TENTH OF A PERCENT.**
expected return=Respective return*Respective probability
=(0.6*11)+(0.2*-14)+(0.2*20)
which is equal to
=7.8%
If the economy is normal, Stock A is expected to return 11.00%. If the economy falls...
If the economy is normal, Stock A is expected to return 11.75%. If the economy falls into a recession, the stock's return is projected at a negative 12%. If the economy is in a boom the stock has a projected return of 17.4% The probability of a normal economy is 60% while the probability of a recession is 20% and boom is 20%. What is the expected return of this stock? ENTER YOUR ANSWER AS A PERCENTAGE WITH ONE DECIMAL...
A stock has a beta of 1.10, the expected return on the market is 10%, and the risk-free rate is 2.5%. What must the expected return on this stock be? **ENTER YOUR ANSWER AS A PERCENTAGE WITH ONE DECIMAL PLACE (e.g., 12.1) AND NOT AS A DECIMAL (e.g., 0.121). ROUND TO THE NEAREST TENTH OF A PERCENT.**
A stock has a beta of 1.20, the market premium is 13.0%, and the risk-free rate is 1.0%. What must the expected return on this stock be? ENTER YOUR ANSWER AS A PERCENTAGE WITH ONE DECIMAL PLACE (e.g., 12.1) AND NOT AS A DECIMAL (e.g., 0.121). ROUND TO THE NEAREST TENTH OF A PERCENT.
Shares of Rodger's Insurance stock will return -7.4% during a recession, 5.6% during a normal economy, and 16.3% during a boom economy. If there is a 6% chance of recession, and 20% chance of a boom, what is the expected return for Rodger's? (Enter your response as a percentage with two decimal places, ex: 12.34)
If the economy booms, RTF, Inc., stock is expected to return 9 percent. If the economy goes into a recessionary period, then RTF is expected to only return 5 percent. The probability of a boom is 71 percent while the probability of a recession is 29 percent. What is the variance of the returns on RTF, Inc., stock? .000234 .039200 .000138 .000329 .018150 A stock has a beta of 1.20 and an expected return of 11.3 percent. If the risk-free...
Stock S is expected to return 12% in a boom and 6% in a normal economy. Stock T is expected to return 20% in a boom and 4% in a normal economy. There is a probability of 40% that the economy will boom; otherwise, it will be normal. What is the portfolio variance and standard deviation if 30% of the portfolio is invested in Stock S and 70% is invested in Stock T? Briefly discuss what this means to the...
Q5
What is the standard deviation of the expected return for Stock A? State of Economy. Probability of State Return of Stock A Return of Stock B 0.26 -8.05 3.86 Recession Normal 0.38 6.51 4.9 Boom 1-(0.26 +0.38) 22.18 9.08 Answer should be formatted as a percent with 2 decimal places (e.g. 99.99).
What is the expected return of Stock A State of Economy Probabillity of State Return of Stock A 0.15 -4.48 Recession Normal 0.59 11.12 Boom 1-(0.59+0.15) 17.74 Answer should be formatted as a percent with 2 decimal places (e.g. 99.99).
Shares of Kel Co stock will return -9.3% during a recession, 7% during a normal economy, and 13.5% during a boom economy. If there is a 14% chance of recession, and 10% chance of a boom, what is the expected return for Kel Co? (Enter your response as a percentage with two decimal places, ex: 12.34)
Last year stock A had a return of 7 percent and stock B had a return of 10 percent. If you held each stock equally in a portfolio (i.e. 50% in A and 50% in B), what would the return of your portfolio have been? **ENTER YOUR ANSWER AS A PERCENTAGE WITH ONE DECIMAL PLACE (e.g., 12.1) AND NOT AS A DECIMAL (e.g., 0.121). ROUND TO THE NEAREST TENTH OF A PERCENT.**