Question

In: Finance

Compute the expected return for the following investment State of nature Probability Return Boom 25% 20% Average 60% 8% Recession 15% 0%

Compute the expected return for the following investment

State of nature Probability Return

Boom 25% 20%

Average 60% 8%

Recession 15% 0%

Solutions

Expert Solution

Compute the expected return for the following investment

State of nature   Probability Return Probability X Return    
Boom 25% 20% 5.00% (25% X 20% =5%)
Average 60% 8% 4.80% (60% X 8% = 4.80%)
Recession 15% 0% 0.00% (15% X 0% = 0%)
Expected Investment Return 9.80% (5% + 4.80%+0% = 9.80%)

(5% + 4.80%+0% = 9.80%)

 

Related Solutions

expected return and standard deviation. state of E,            boom growth stagnant   recession probability of S,     0.29.     ...
expected return and standard deviation. state of E,            boom growth stagnant   recession probability of S,     0.29.      0.36.      0.22.         0.13 return on AssetJ 0.055.   0.055.    0.055.       0.055 return on assetK. 0.190. 0.100.    0.040.      -0.080 return on assetL. 0.280. 0.190.    0.050.       -0.180 what is the expected return of each asset? what is the variance and the standard deviation of each asset? what is the expected return of a portfolio with 9% in asset j. 48% in asset K, and 43% in asset...
The probability of state in boom economy is 20%. The rate of stock return is 20%...
The probability of state in boom economy is 20%. The rate of stock return is 20% and the bond rate of return is 10%. The probability of state in normal good growth economy is 25%. The stock rate of return is 10% and the bond rate of return is 5% The probability of state in normal growth economy is 15%. The stock rate of return is 3% and the bond rate of return is 5% The probability of state in...
Consider the following information on returns and probabilities:   State Probability X Z        Boom .25 15% 10%...
Consider the following information on returns and probabilities:   State Probability X Z        Boom .25 15% 10% Normal .60 10% 9% Recession .15 5% 10% • Use a spreadsheet application (Excel Worksheet) to compute the following: 1) expected return and standard deviation for a Fund-X 2) expected return and standard deviation for a Fund-Z 3) portfolio return if an investment of $6,000 in Fund X and $4,000 in Fund Z 4) portfolio risk based on an investment of $6,000 in Fund...
Scenario Probability Return on stock A Return on stock B Boom 50% 20% 2% Normal 25%...
Scenario Probability Return on stock A Return on stock B Boom 50% 20% 2% Normal 25% 15% 6% Recession 25% 10% 12% a)    If you invest 70% of your funds into stock A and 30% into stock B, what is the expected return of your portfolio in each state of the economy? b)    Use your knowledge of risk and return to explain why the portfolio is more heavily invested in Asset A (70%) than Asset B (30%). c)     What is the overall expected...
State of Nature………..Probability…………….State Dependent Return A………….State Dependent Return B Recession……………………..70%................................-0.08………………………………………………-0.04 Expansion.....................30%.................................0.28………………………
State of Nature………..Probability…………….State Dependent Return A………….State Dependent Return B Recession……………………..70%................................-0.08………………………………………………-0.04 Expansion.....................30%.................................0.28……………………………………………….0.16 What comes closest to the variance of Stock A and the standard deviation of Stock B? a. Variance of Stock A = .0115, Standard deviation of Stock B = .0917 b. Variance of Stock A = .0272, Standard deviation of Stock B = .1033 c. Variance of Stock A = .0000, Standard deviation of Stock B = .0000 d. Variance of Stock A = .0115, Standard deviation of Stock...
State of Nature………..Probability…………….State Dependent Return A………….State Dependent Return B Recession……………………..70%................................-0.08 ………………………………………………-0.04 Expansion.....................30%.................................0.28………………………
State of Nature………..Probability…………….State Dependent Return A………….State Dependent Return B Recession……………………..70%................................-0.08 ………………………………………………-0.04 Expansion.....................30%.................................0.28……………………………………………….0.16 What comes closest to the covariance between Stock A and Stock B? a. .0028 b. .1170 c. -.0028 d. .0000 e. .0151
State of market Probability HPR Boom .22 52.5% Normal growth .30 18.5 Recession .48 -17.5 Compute...
State of market Probability HPR Boom .22 52.5% Normal growth .30 18.5 Recession .48 -17.5 Compute the expected return and standard deviation of the HPR Calculate the expected return and standard deviation of a complete portfolio invested 40% on risky assets. If risk free rate is 4%. 2-Suppose the nominal interest rate is 7% per year and the expected inflation rate is 3%. What is the real interest rate? 3- Calculate the geometric average for the following rates of return...
Given the following table: Probability X Y 20% 15% 30% 60% 25% 18% 20% 30% 20%...
Given the following table: Probability X Y 20% 15% 30% 60% 25% 18% 20% 30% 20% Calculate a) the covariance of X and Y, and b) the correlation coefficient. Select one: a. a) -20.64% b) -0.90 b. a) -20.18% b) -0.88 c. a) -17.89% b) -0.78 d. a) -19.20% b) -0.84 e. a) -18.35% b)-0.80
State of the world Probability Security Returns X Security Returns Market Boom .30 .25 .15 Normal...
State of the world Probability Security Returns X Security Returns Market Boom .30 .25 .15 Normal .40 .07 .10 Recession .30 .03 .05 E(Rx).112 E(RMkt).10 =.008436 =.0015 Is this distribution symmetrical? Calculate the covariance. Calculate the variance of the portfolio made up of 30% X and 70% of the Market. Find the Beta for the firm. Find the correlation coefficient. What does the beta measure? Assuming the beta calculated above, and assuming E(RM) = 12%; Rf= 8% Find the price...
Rate of Return   Scenario Probability Stocks Bonds   Recession .20 −5 % +14 %   Normal economy .60...
Rate of Return   Scenario Probability Stocks Bonds   Recession .20 −5 % +14 %   Normal economy .60 +15 +8   Boom .20 +25 +4 Consider a portfolio with weights of .60 in stocks and .40 in bonds. a. What is the rate of return on the portfolio in each scenario? (Do not round intermediate calculations. Enter your answers as a percent rounded to 1 decimal place.) Scenario        Rate of Return   Recession %       Normal economy %       Boom %     b....
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT