taking the average of the squared vs taking the average of the squared coefficients

Both phrases are correct, but they are used in different contexts. 'Taking the average of the squared' is a general statement that can be used when discussing any set of values, while 'taking the average of the squared coefficients' is more specific and refers to a particular set of values. The choice between the two depends on the level of detail needed in the discussion.

Last updated: March 19, 2024 • 568 views

This phrase is correct and can be used when discussing any set of values.

"taking the average of the squared "

This phrase is a general statement that can be used when calculating the average of the squares of any values.

Show examples from the web [+]

Continue with the third walker, this time taking the average of the squared displacements of all three walkers after each coin flip. Plot this in yet another color ...
Taking the average of the squared variances results in the measurement of overall units of risk associated with the asset. Finding the square root of this variance ...
It is calculated by taking the average of the squared differences between each value and the mean. Standard deviation, another commonly used statistic, is the ...
function or waveform by first squaring it, then taking the average of the squared function or waveform, then taking the square root of the average. But it has to be.

Alternatives:

calculating the average of the squared values
finding the mean of the squared numbers
determining the average of the squares

This phrase is correct and more specific, referring to a particular set of values.

"taking the average of the squared coefficients"

This phrase is used when specifically referring to the average of the squares of coefficients in a mathematical or statistical context.

Alternatives:

calculating the average of the squared coefficients
finding the mean of the squared coefficients
determining the average of the squares of coefficients

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taking the average of the squared vs taking the average of the squared coefficients

"taking the average of the squared "

"taking the average of the squared coefficients"

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