STEN Score

Statistics Definitions > STEN Score

You may find it helpful to read this article first: What is a Bell Curve?

What is a STEN score?

STEN scores (or “Standard Tens”) divide a scale into ten units. In simple terms, you can think of them as “scores out of ten”:

• A STEN of 1 or 2 is far below average,
• A STEN of 5-7 is average,
• A STEN of 9 or 10 is far above average.

STEN scores and Bell Curves

However, STEN scores don’t break up scores into 10 even chunks of 10%. They are based on the bell curve, so the vast majority of people will fall into the “average” range. Very few people (about 2%) will get either the lowest score of 1 or the highest score of 10. The average STEN score is 5.5:

STEN scores and the equivalent z-scores.

Converting Z-Scores to STEN

You may find it helpful to read this article first: What is a Z-Score?

Z-scores are commonly used in statistics as a measure of spread. One z-score is equal to one standard deviation (either above or below the mean). To convert a z-score to a STEN score, just multiply the z-score by the standard deviation and add the mean. As a formula, that’s:

STEN = z(SD)+M

For example, if you wanted to convert a z-score of 2 to a STEN Score:
STEN = 2(2)+5.5 = 9.5.

STEN scores are always rounded up, so a score of 9.5 would be rounded to 10.

Types of Tests

Many peronality tests and questionnaires use STEN scores. For example, the Sixteen Personality Factor Questionnaire is a measure of normal range personality.

STEN scores sometimes have fairly specific meanings attached to them. For example, a low STEN on the Adult-Adolescent Parenting Inventory can indicate a high probability of engaging in abusive behavior, while a low STEN on a standardized educational test can indicate a need for placement into special education.

------------------------------------------------------------------------------

If you prefer an online interactive environment to learn R and statistics, this free R Tutorial by Datacamp is a great way to get started. If you're are somewhat comfortable with R and are interested in going deeper into Statistics, try this Statistics with R track.

Comments are now closed for this post. Need help or want to post a correction? Please post a comment on our Facebook page and I'll do my best to help!
STEN Score was last modified: October 12th, 2017 by