mean deviation: meaning, definition, pronunciation and examples

Rare
UK/miːn ˌdiːviˈeɪʃən/US/min ˌdiviˈeɪʃən/

Technical/Academic

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Quick answer

What does “mean deviation” mean?

A statistical measure of dispersion that calculates the average absolute difference between each data point and the mean of the dataset.

Audio

Pronunciation

Definition

Meaning and Definition

A statistical measure of dispersion that calculates the average absolute difference between each data point and the mean of the dataset.

In broader usage, it can refer to any systematic departure from an average or expected value, though this is less common.

Dialectal Variation

British vs American Usage

Differences

No significant differences in meaning or usage between UK and US English.

Connotations

Technical/neutral in both variants.

Frequency

Equally rare in both variants, confined to academic and professional statistical discourse.

Grammar

How to Use “mean deviation” in a Sentence

mean deviation of [NOUN PHRASE]mean deviation from [NOUN PHRASE]

Vocabulary

Collocations

strong
calculate the mean deviationmean deviation frommean deviation ofthe average mean deviation
medium
high mean deviationlow mean deviationcompute mean deviationmeasure of mean deviation
weak
statistical mean deviationdata mean deviationvalue of mean deviation

Examples

Examples of “mean deviation” in a Sentence

adjective

British English

  • The mean deviation calculation was straightforward.
  • We analysed the mean deviation results.

American English

  • The mean deviation calculation was straightforward.
  • We analyzed the mean deviation results.

Usage

Meaning in Context

Business

Rarely used; might appear in advanced financial risk modelling or quality control reports.

Academic

Primary context; used in statistics, mathematics, physics, and social science research papers.

Everyday

Virtually never used.

Technical

Used in data science, engineering, and scientific research to describe data spread.

Vocabulary

Synonyms of “mean deviation”

Strong

Neutral

mean absolute deviation (MAD)average absolute deviation

Vocabulary

Antonyms of “mean deviation”

Watch out

Common Mistakes When Using “mean deviation”

  • Confusing it with 'standard deviation', which squares the differences.
  • Using it without clarifying 'absolute' (i.e., ignoring +/- signs), which is implied but often needs stating.
  • Applying it in non-technical contexts where simpler terms like 'average difference' would suffice.

FAQ

Frequently Asked Questions

No. Standard deviation squares the differences from the mean, giving more weight to outliers. Mean deviation uses absolute values, making it more intuitive but less common in advanced statistics.

Standard deviation has preferable mathematical properties for many statistical models (e.g., it is differentiable), and it is the foundation of variance, a key concept. Mean absolute deviation is harder to work with algebraically.

Primarily in introductory statistics, some engineering applications, economics (e.g., measuring income inequality), and older scientific literature. Modern texts often use 'mean absolute deviation (MAD)'.

No, in contemporary English this would be a misunderstanding. The term is strictly technical. For behavioural contexts, phrases like 'departure from the norm' or 'deviance' would be used.

A statistical measure of dispersion that calculates the average absolute difference between each data point and the mean of the dataset.

Mean deviation is usually technical/academic in register.

Mean deviation: in British English it is pronounced /miːn ˌdiːviˈeɪʃən/, and in American English it is pronounced /min ˌdiviˈeɪʃən/. Tap the audio buttons above to hear it.

Learning

Memory Aids

Mnemonic

Think of it as the average distance each member of a group (data point) stands from the group's middle point (the mean).

Conceptual Metaphor

DISPERSION IS DISTANCE FROM CENTRE

Practice

Quiz

Fill in the gap
The is found by taking the average of the absolute differences between each data value and the mean.
Multiple Choice

What is the key mathematical operation involved in calculating the mean deviation?