Mean Square

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Definition: Mean Square

In general, the mean square is defined as a set of values in a given experiment and is calculated as per the arithmetic mean of the squares of the respective differences from some of the given value either the arithmetic or geometric mean, namely their following moment about that the value obtained.


When the mean square is considered as an estimator of convinced parental variance workings the sum of squares concerning the observed mean is more often than not separated by the number of degrees of freedom, not the numeral of observations. It is still acknowledged as a mean square, an appearance which is expedient if somewhat imprecise


The RMS value of a position of standards is the square root of the arithmetic mean (average) of the squares of the creative values.


In the case of a set of principles, the RMS value is specified by this formula:


Hence, this concludes the definition of Mean Square along with its overview.

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