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Nitella [24]
4 years ago
9

Your investment has a 20% chance of earning a 30% rate of return, a 50% chance of earning a 10% rate of return, and a 30% chance

of losing 6%. What is your standard deviation on this investment?a. 12.8%b. 15.6%c. 15.4%d. 12.5%

Business
1 answer:
ANTONII [103]4 years ago
4 0

Answer:

a: 12.8%

Explanation:

Standard Deviation would be calculated with the probability approach since there is probability given in the question.

  • Formula of Standard Deviation and the solution is given in the pictures below.
  • Although ERR the required part to calculate Standard Deviation is calculated in the text.

Calculating ERR:

ERR= Sum of Probabilities × Rate of returns.

In our question = ERR= 0.2 × 30% + 0.5 × 10% + 0.3 × (-6%) = 0.128 = 12.8%

Thus, by putting all the values in the formula you will get the answer 12.8%.

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Answer:

amount to be investment in risky portfolio =  $405

amount invest in security x = $243

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given data

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solution

we know that

                      weight                     return                     return from risky port

X                     60 %                         14 %                       8.4 %

Y                     40 %                          10 %                       4%

total                                                                                 12.4 %

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return from risky portfolio is = 12.4 %

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solve we get

x = 0.405

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and

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amount to be investment in risky portfolio =  $405

and

amount invest in security x = $405 × 60%

amount invest in security x = $243

and

amount invested in security Y = $405 × 60%

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