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John Willis' predictive fantasy??
NEWS RELEASE
American Guidance Service now has available the first calculator
norms ever published for an individual mathematics achievement test.
The Kaufman Test of Educational Achievement Normative Update
Calculator Supplement (K-TEA NUCS) now provides these normative
scores for the Mathematics Computation and Applications subtests:
- Age and grade norms for standard, paper-and-pencil
administration
- Age and grade norms for scores after the student rechecks
answers and attempts additional problems with a calculator
- Norms for the differences between scores with and without use
of a calculator
- Supplemental age and grade norms for the student's score after
errors have been pointed out and the student has been allowed to
attempt the problems again.
Evaluators have long been frustrated by the ability accurately to
measure students' proficiency with a calculator. Both students who
are weak in math and those who have gone on to advanced math classes
tend to forget such skills as long division. Students who are doing
well in Algebra, Trigonometry, Geometry, or Calculus classes often
earn below average scores on basic math tests in spite of their
strong math abilities. Existing individual math achievement tests
have been unable to predict success in classes or on tests, such as
the Scholastic Aptitude Tests, which allow use of calculators.
Supplementary norms also allow evaluators to report how much use of a
calculator helped a student, compared to other students of the same
age or grade.
Evaluators have also been frustrated by the need to report such
problems as, "The student's math score would probably have been
higher to an unknown extent if the student had read the operations
signs correctly and had not made 'careless' errors." No standardized
and normed method has existed for measuring the effects of such
errors. Now, the K-TEA NUCS allows evaluators to readminister
failed items and obtain a normed, supplementary score.
K-TEA NUCS norms were derived from scores of a small,
carefully selected sample of students who were administered the K-TEA
Mathematics subtests in the standard manner, allowed to recheck their
work and attempt additional items with a calculator that used both
decimal and common fractions, and then directed to check their work
on all problems on which they had performed the wrong operation or
made a simple computational error.
With these supplementary norms, the recent Normative Update, and
the Error Analysis, the K-TEA is now the most diagnostically useful
individual achievement test currently available.
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