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# Statistics GMAT Questions - Master List

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Manager
Joined: 16 Mar 2009
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Statistics GMAT Questions - Master List  [#permalink]

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18 Jun 2009, 15:20
4
10
Statistics GMAT Questions - Average, Median, Mode, Range, Deviation
This thread is a part of the GMAT Diagnostic Test project. Feel free to suggest other GMAT questions that you feel are helpful

Theory and Formulas:
- Concise and Simple - Statistics Rules and Tips by amitdgr

Practice Questions:
Easy DS - 24594 (*)
Easy PS - 14443 (**)
Easy DS - 31268 (**)
Easy PS - 77153 (**)

Medium DS - 77236 (***)
Medium DS - 78398 (***)
Medium DS - 15062 (***)
Medium DS - 79065 (***)
Medium DS - 14343 (***)
Medium DS - 961 (***)
Medium DS - 16368 (***)
Medium DS - 35461 (****)

_____________________________________________________________________
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http://gmatclub.com/forum/new-to-the-ma ... 77764.html

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Re: Statistics GMAT Questions - Master List  [#permalink]

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13 Oct 2009, 05:55
If mean = maximum value it means that all values are equal and SD is 0.

Can you please explain to me how does that happen?
for example if the highest value of the 5 values is 20 and the mean is 20, does that mean that SD is Zero? How is that...

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Joined: 12 Oct 2009
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Re: Statistics GMAT Questions - Master List  [#permalink]

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13 Oct 2009, 15:11
1
rshawabka wrote:
If mean = maximum value it means that all values are equal and SD is 0.

Can you please explain to me how does that happen?
for example if the highest value of the 5 values is 20 and the mean is 20, does that mean that SD is Zero? How is that...

considering your example if mean is the highest value that is 20, implies that all the terms are equal i.e. 20. Mean = avg of all numbers/ total numbers in set and so Mean = Highest value
Lets consider S ={ 1,2,3,4} then Mean for this is 1+2+3+4 /4 (number fof terms in the set) = 2.5
now if Mean is equal to highest number then lets consider set T = {8,9,10} wherein mean is given as 10 which is not possible unless set T is = to {10,10,10}

Now coming to standard deviation, SD is calculated as sqrt ( x1-mean)^2+ (x2 -mean)^2...(xn -Mean)^2 / n

now all the above terms will equal 0 and hence SD will be zero

hope this helps
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Re: Statistics GMAT Questions - Master List  [#permalink]

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17 Jan 2018, 04:37
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Re: Statistics GMAT Questions - Master List &nbs [#permalink] 17 Jan 2018, 04:37
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# Statistics GMAT Questions - Master List

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