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GMATinsight
What is the standard deviation of Set A, which has 9 terms?

1) All distinct terms of Sets A are even
2) The range of Set A is 18

source: https://www.GMATinsight.com


Typically it would be hard to find the standard deviation, our main goal is to find all 9 terms or some relation on the 9 terms.

Statement 1:

I believe we can interpret this as "All terms of Set A are even and distinct" otherwise there's no point in writing distinct ...

This is still insufficient as we can have {2, 4, 6 ...) or {2, 6, 10 ....}.

Statement 2:

Insufficient.

Combined:

We now know the range among the 9 terms is 18. The smallest range we could have among the 9 integers is 16 however, as we have to give a space of 2 for each additional term beyond the first. This means one and only one of the terms must be 4 bigger than the previous term. Since we are allowed to juggle this space of +4 around, the standard deviation is not fixed and combined still insufficient.

Ans: E

(Seeing that the intended answer is C, I think the original question should have (2) range of 16 OR change the set to 10 terms).
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The set was suppposed to have 10 terms. Mistake.... Now changed the answer.
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