You have been given this probability distribution for the holding-period return for GM stock:
Stock of the Economy | Probability | HPR | ||||
Boom | 0.40 | 30 | % | |||
Normal growth | 0.40 | 11 | % | |||
Recession | 0.20 | – | 10 | % | ||
What is the expected variance for GM stock?
Select one:
a. 200.00%
b. 221.04%
c. 246.37%
d. 14.87%
e. 16.13%
State of Economy | Probability of state of the economy [p] | HPR [%] if the state occurs [r] | E[r] = p*r | d = r-E[r] | d^2 | p*d^2 |
Boom | 0.40 | 30 | 12.00 | $ 15.60 | 243.36 | 97.34 |
Normal growth | 0.40 | 11 | 4.40 | $ -3.40 | 11.56 | 4.62 |
Recession | 0.20 | -10 | -2.00 | $ -24.40 | 595.36 | 119.07 |
14.40 | 221.04 | |||||
Variance = 221.04% | ||||||
Answer: [b] 221.04% |
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