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Can someone help me with statistics homework? i found the mean and standard deviation - now it asks....?


The mean and standard deviation are the same for stock a and b the question is:

Suppose you want to use this history as a guide to making an investment decision for the long run. based on this history, and assuming the standard deviation of return is the appropriate measure of risk, does it make any difference whether you invest wholly in stock A, wholly in stock B, or half in A and half in B? Assume that average return is to be maximized and risk is to be minimized.

If the mean and standard deviation are the same it makes no difference which one you invest in. The risk is the same.

Your teacher has asked a dumb question. It always matters what you invest in. Hence, we call them 'academic'. Look that word up sometime.

I will say there description of the problem is very poor. But, looking at it from a deviation only point, it wouldn't matter which plan you did according to stats. But, in real life no one would invest this way.

contact your teacher.

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