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weighted arithmetic mean

weighted arithmetic mean

6.3
An average where some numbers count more than others, for example when scores have different importance
  • noun
  • Specialized
translation icon : media aritmética ponderada
  • To find the final grade, the instructor calculated the weighted arithmetic mean of all assignments.

Examples

  • To find the weighted arithmetic mean, multiply each score by its weight.

  • In portfolio management, expected returns are often determined using a weighted arithmetic mean.

  • The scientist explained that a simple average is not always accurate, so a weighted arithmetic mean was applied.

  • The weighted arithmetic mean provides a more accurate representation of the data.

  • In portfolio management, expected returns are often determined using a weighted arithmetic mean.

  • To find the final grade, the instructor calculated the weighted arithmetic mean of all assignments.

  • The scientist explained that a simple average is not always accurate, so a weighted arithmetic mean was applied.

Synonyms

weighted average
vsweighted arithmetic mean
  • Specialized
3 3.7

A number you get by giving some numbers more importance than others

focuses on the calculation process rather than on counting by frequency
weighted mean
vsweighted arithmetic mean
  • Specialized
6.0

An average that gives some numbers more importance using assigned values

multiplies each value by its assigned number and divides by the total

Surface Forms

Morphology

weighted + arithmetic + mean

The phrase is compositionally transparent: 'weighted' indicates that items have different importance, 'arithmetic' signals a numerical calculation, and 'mean' denotes an average, so a learner who knows these words can infer an average computed with weights (sum of value×weight divided by total weights). This construction follows standard modifier+noun patterns and is cross-linguistically regular, making the overall meaning derivable for learners who know the constituents.

Etymology

The term weighted arithmetic mean creates a simple picture: imagine numbers on a balance where some are weighted more, so they count more. You use simple arithmetic by adding and dividing to find the mean, which is why this 'average' gives more importance to some values.