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(Computing the standard deviation for an individual investment)James Fromholtz is considering whether to invest in a newly formed investment fund. The fund's investment objective is

(Computing the standard deviation for an individual investment)James Fromholtz is considering whether to invest in a newly formed investment fund. The fund's investment objective is to acquire home mortgage securities at what it hopes will be bargain prices. The fund sponsor has suggested to James that the fund's performance will hinge on how the national economy performs in the coming year. Specifically, he suggested the following possible outcomes:

State of Economy

Probability

Fund Returns

Rapid expansion and recovery

15%

100%

Modest growth

50%

45%

Continued recession

20%

15%

Falls into depression

15%

100%

.

a.Based on these potential outcomes, what is your estimate of the expected rate of return from this investment opportunity?

b.Calculate the standard deviation in the anticipated returns found in part

a.

c.Would you be interested in making such an investment? Note that you lose all your money in one year if the economy collapses into the worst state or you double your money if the economy enters into a rapid expansion.

Question content area bottom

Part 1

a.The expected rate of return from this investment opportunity is

enter your response here%.

(Round to two decimal places)

Part 2

b.The investment's standard deviation is

enter your response here%.

(Round to two decimal places)

Part 3

c.Would you be interested in making such an investment?(Select the best choice below.)

A.

No, I would not be interested in making such an investment. The economy is most likely to sink into a depression.

B.

Yes, I would be interested in making such an investment. The economy is most likely to begin a rapid expansion and recovery.

C.

Your interest in making such an investment would depend on your risk tolerance. If you do not like risk you should avoid this investment, however if you do not mind risk you may want to make this investment.

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