Oh, I just realized that you asked how to explain it to students with little or 
no stat knowledge. That's a bit tougher; I think that students have to know 
what a sampling distribution is in order to understand se's, and I've found 
that sampling distributions are difficult for students to wrap their heads 
around witthout lots of hands-on examples. I suppose you could explain it in 
terms of the formula, and emphasize that the se is the standard deviation 
divided by the square root of the sample size. You can use that to explain that 
as variability decreases or sample size increases, the standard error gets 
smaller.

________________________________________
From: Annette Taylor [[email protected]]
Sent: Thursday, May 06, 2010 11:29 AM
To: Teaching in the Psychological Sciences (TIPS)
Subject: [tips] standard deviation versus standard error

I am trying to explain to students with no or minimal stats knowledge the 
difference between standard deviation and standard error. They get SD pretty 
well because I can talk about average deviation about a mean for a set of 
scores.  SE, the more commonly accepted error term these days, is a bit more 
complicated. Anyone have an "easy" way to describe it to students?

Annette

Annette Kujawski Taylor, Ph. D.
Professor, Psychological Sciences
University of San Diego
5998 Alcala Park
San Diego, CA 92110
[email protected]
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