Norms represent the performance of the standardization sample. They give meaning to raw scores obtained by an examinee in a test. Without norms, test scores are meaningless.
1. Norms indicate the examinee's relative standing in the normative sample and thus permit an evaluation of his or her performance in reference to other persons.
2. Norms provide comparable measure that permits a direct comparison of the examinee's performance in the different tests or subtests.
Any norm is restricted to the particular normative population from which it was derived.
Norms are constructed based on the test performance of the sample group taken to represent the population. The examinees who are actually tested comprise the normative sample.
The relativity of norms requires a need for defining the specific population to which the norms apply.
National, Regional, and local norms are constructed to be used in the interpretation of test scores. The norm to be used depends on the purpose of testing.
Specific norms are constructed based on narrowly defined populations chosen to suit the specific purposes of the test.
Percentile scores are expressed in terms of the percentage of persons in the standardization sample who fall below a given raw score.
Advantage: Easy to compute and universally applicable
Disadvantages: There is marked inequality of units at the extreme ends of the distribution, Performance in the different subtests cannot be averaged to determine general score or performance