<?xml version="1.0" encoding="utf-8"?>
<pageSections>
	<flashdropdown_placeholder><![CDATA[
  <div></div>
]]> 

	</flashdropdown_placeholder>

	<Center_Title><![CDATA[
  <h3>Standard Deviation</h3>
]]>
</Center_Title>
	<mainContent><![CDATA[
    <div id="Center_Outermost_Box" class="Center_Outer_Box">
	    <div id="Statglos_Inner_Text_Box" class="Statglossary_Inner_Text_Box">	
	    <div id="Statglos_Inner_Paragraph_Box" class="Statglossary_Inner_Paragraph_Box">		
<p />
The standard deviation is one of several indices of variability that statisticians use to characterize the dispersion among the measures in a given population. 
<p />
To calculate the standard deviation of a population it is first necessary to calculate that population's variance. Numerically, the standard deviation is the square root of the variance. Unlike the variance, which is a somewhat abstract measure of variability, the standard deviation can be readily conceptualized as a distance along the scale of measurement. 
<!-- end of Statglos_Inner_Paragraph_Box div --></div>
<div id="sg_picframe_standard_deviation" class = "sg_picture_frame">
<!-- orig size was 604 by 350 -->
<IMG ALIGN=ABSBOTTOM HSPACE=0 WIDTH=594 HEIGHT=344 SRC="/pics/stats/sg_standard_deviation.png" ALT="Calculating the Std. Deviation"> 
<!-- end of sg_picframe_standard_deviation div --></div>
<!-- end of Statglossary_Inner_Text_Box div -->  </div>
<!-- end of Center_Outer_Box div -->  </div>
]]>
  	</mainContent>
<seeAlsoBox><![CDATA[
<div id="se_sg_see_alsos" class="se_sg_see_alsos_bu_list">
<button type="button" class="statglos_preferred_order_entry_button" onclick="chg_middle_pg_content('variance', '../statglos/')">Variance</button>
	<button type="button" class="statglos_preferred_order_entry_button" onclick="chg_middle_pg_content('mean', '../statglos/')">Mean</button><!-- end of see also div --></div>
]]>
</seeAlsoBox>
</pageSections>

