<?xml version="1.0" encoding="utf-8"?>
<pageSections>
	<flashdropdown_placeholder><![CDATA[
  <div></div>
]]> 

	</flashdropdown_placeholder>

	<Center_Title><![CDATA[
  <h3>Average 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 average 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 average deviation of a set of scores it is first necessary to compute their mean and then specify the distance between each score and that mean without regard to whether the score is above or below the mean. The average deviation is defined as the mean of these absolute values. 
<p />
Algebriacally the average deviation is specified as follows: 
<p />
<!-- end of Statglos_Inner_Paragraph_Box div --></div>
<div id="sg_picframe_average_deviation" class = "sg_picture_frame">
<!-- orig size was 642 by 373 -->
<IMG ALIGN=ABSBOTTOM HSPACE=0 WIDTH=584 HEIGHT=339 SRC="/pics/stats/sg_average_deviation.png" ALT="Average Deviation of nine people's heights"> 
<!-- end of sg_picframe_average_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('standard_deviation', '../statglos/')">Standard Deviation</button>
<button type="button" class="statglos_preferred_order_entry_button" onclick="chg_middle_pg_content('range', '../statglos/')">Range</button>
<!-- end of see also div --></div>
]]>
</seeAlsoBox>
</pageSections>

