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Standard deviation of a set

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by pkw209 » Mon May 03, 2010 2:13 pm
Is the standard deviation of the set of measurements x1, x2, x3....x20 less than 3?

A) The variance for the set of measurements is 4.

B) For each measurement, the difference between the mean and that measurement is 2.
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Source: — Data Sufficiency |
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by liferocks » Mon May 03, 2010 5:38 pm
variance of a set=average of square root of difference between the mean and that measurements

and standard deviation=square root of variance

since both conditions provides the variance either is sufficient

Hence ans D
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by tanviet » Tue May 04, 2010 12:36 am
pls, help

what is variance?
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by liferocks » Tue May 04, 2010 12:42 am
duongthang wrote:pls, help

what is variance?
You can get a detail definition here https://en.wikipedia.org/wiki/Variance

in simple word for a series
x1,x2,x3.. if mean is x

variance =[(x-x1)^2+(x-x2)^2+(x-x3)^2]/3
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by ajith » Tue May 04, 2010 2:51 am
pkw209 wrote:Is the standard deviation of the set of measurements x1, x2, x3....x20 less than 3?

A) The variance for the set of measurements is 4.

B) For each measurement, the difference between the mean and that measurement is 2.
Variance in this Example is if mean is m

(m-x1)^2+(m-x2)^2 ......+ (m-x20)^2)/20

Standard deviation is the square root of the variance.

a) Variance =4 ; SD = 2
b) Variance = (2^2+2^2.....+2^2)/20 = 2^2 = 4; SD = 2

A and B are independently sufficient! D
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by gmatmachoman » Tue May 04, 2010 5:38 am
ajith wrote:
pkw209 wrote:Is the standard deviation of the set of measurements x1, x2, x3....x20 less than 3?

A) The variance for the set of measurements is 4.

B) For each measurement, the difference between the mean and that measurement is 2.
Variance in this Example is if mean is m

(m-x1)^2+(m-x2)^2 ......+ (m-x20)^2)/20

Standard deviation is the square root of the variance.

a) Variance =4 ; SD = 2
b) Variance = (2^2+2^2.....+2^2)/20 = 2^2 = 4; SD = 2

A and B are independently sufficient! D
@ajith bhai,

I thought u r gone with the wind!! Bhai i was missing u ...as i had some doubts in set theory..luckily LR bhai chipped in and solved couple of them..

@LR thanks..
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