The mean standardized score and standard deviation for the overall quality of the nine studies was 14 (SD 3).
WHtR = Waist-To-Height Ratio; β = Standardized score in standard deviation; t = value of the test statistic; CI = confidence interval, p = significance.
This gap widens with age, and by age 3 the differences between middle class children and those from lower socioeconomic classes are as large as 1 standard deviation of a standardized score.
Equations 1 and 2: Mean and standard deviation terms in a standardized score (z-score, top) are replaced with the mean of the baseline, μ(b), and standard deviation of the baseline, σ(b).
We calculated a standardized score (mean divided by standard deviation) for each range and alignment and assigned these values to SNPs within the range.
These scores indicated how many standard deviations a participant's performance was above or below the mean of all participants of that age (i.e., a standardized score of 1 represents 1 standard deviation above the mean).
If two unstandardized score functions through standardization are transformed to equal 13 standardized score functions they are referred to as being equivalent.
We construct an overall standardized score as a mean of standard scores from the administered tests, providing a general measure of cognitive ability weighted towards the cognitive domains that are most predictive of SMI.
Transformation of raw scores into a scale from 0 to 100 was performed to generate the standardized score according to the following formula: standardized score=[(actual raw score - lowest possible raw score)/possible raw score range] x 100.
The T-score rescales the raw score into a standardized score with a mean of 50, standard deviation of 10, and possible range of 38 78 bIntolerance to methotrexate was assessed only among those who were on methotrexate (N = 90).
The z-score is a dimensionless standardized score that gives information about how many standard deviations an observation is above or below the mean.
