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   GRE Standard Deviation
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spacer left_arrow Chapter 9: Standard Deviation
spacer left_arrow Chapter 9B: Standard Deviation
spacer left_arrow Chapter 9C: Standard Deviation
 
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Chapter 9-C: Standard Deviation
 
 

Counting by Units of Standard Deviation

Though we don't need to know how to calculate standard deviation, we do need to know how to use it. The standard deviation of a certain list is always expressed along with the average of the same list.

For example, one might say that the average gambler's winning in Las Vegas is $200, with a standard deviation of $30. It is then possible to count in units of standard deviation. One standard deviation would be $30, two standard deviations would be 2 x 30 = $60, and three standard deviations would be 3 x 30 = $90.

Example

Farmers in the United States grew an average (arithmetic mean) of 80 tons of corn each, with a standard deviation of 10 tons. What value is two standard deviations away from the mean?

 


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