Standardized scores are "simple" values for the mean and standard deviation that do not change any individual's location within the distribution.

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Standardized scores, also known as z-scores, are calculated by subtracting the mean score from an individual's raw score and dividing by the standard deviation. This process centers the distribution around a mean of 0 and a standard deviation of 1. While the values themselves may change, the relative position of each individual within the distribution remains the same. Therefore, standardized scores do not affect an individual's location within the distribution.

Standardized Scores Are "Simple" Values for the Mean and Standard