Question

Consider the following information: Probability of Rate of Return if State Occurs State of Economy Stock A Stock B .030 -.39A.) Calculate the expected return for the two stocks (Do not round intermediate calculations; enter your answers as a percent rounded to 2 decimal places).

B.) Calculate the standard deviation for the two stocks (Do not round intermediate calculations; enter your answers as a percent rounded to 2 decimal places).

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Answer #1

The correct answer is :

a. Expected return of A 11.97 %
Expected Return of B 16.59 %
b. Standard deviation of A 7.97 %
Standard deviation of B 32.34 %

Notes:

For Stock A:

State of Economy Probability Expected Stock Return on Stock Expected Return ( Probability * Expected Stock Return)
Recession 0.24 0.03 0.0072
Normal 0.59 0.11 0.0649
Boom 0.17 0.28 0.0476
Expected Return   0.1197
Expected Return   % 11.97
State of Economy Probability Probable Return Deviation ( Probable Return- Expected Return) Deviation Squared Product ( Deviation Squared* Probability)
Recession 0.24 3.00 -8.97000 80.461 19.31062
Normal 0.59 11.00 -0.97000 0.941 0.55513
Boom 0.17 28.00 16.03000 256.961 43.68335
Variance ( Sum of Product) 63.55
Standard Deviation (Square root of Variance) 7.97

For Stock B:

Probability Expected Stock Return on Stock Expected Return ( Probability * Expected Stock Return)
0.24 -0.39 -0.0936
0.59 0.29 0.1711
0.17 0.52 0.0884
Expected Return   0.1659
Expected Return   % 16.59
Probability Probable Return Deviation ( Probable Return- Expected Return) Deviation Squared Product ( Deviation Squared* Probability)
0.24 -39.00 -55.59000 3090.248 741.65954
0.59 29.00 12.41000 154.008 90.86478
0.17 52.00 35.41000 1253.868 213.15758
Variance ( Sum of Product) 1,045.68
Standard Deviation (Square root of Variance) 32.34
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