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Education in States and Nations: 1991

(ESN) Indicator 25: Mathematics achievement (experimental)

Goal 5 of the National Education Goals states that by the year 2000, U.S. students will be first in the world in science and mathematics achievement. This goal is based on the belief that our nation's ability to compete globally rests upon workers having strong science and mathematics skills and on their ability to apply those skills to emerging technologies. In as few as five years from now, the youth of today will be competing in the global marketplace. They will depend on the mathematics learned in school to succeed in the complex business and technological environment of the future. This indicator compares the average and percentile scores of 13-year-old students in many countries to 8th graders from public schools in most U.S. states.

*U.S. Department of Education, , The Condition of Education, 1994, Indicator


Notes on interpretation:

In the 1991 International Assessment of Educational Progress (IAEP), 20 countries assessed the mathematics achievement of 13-year-olds. The country- level data provided in Table 25a are the result of a study linking the 1991 IAEP scores to the 1992 National Assessment of Educational Progress (NAEP) scores. Scores were projected for IAEP participants onto the NAEP scale. The state scores presented in Table 25b for public school 8th-grade students are from the 1992 NAEP Trial State Assessment. Caution should be exercised when comparing results across countries and states, for the age distribution of 8th graders tested in the states is likely to be older than the 13-year-olds tested in IAEP. Furthermore, the results of a linking study of this type are heavily dependent on the equating method used. For these reasons, this indicator is classified as experimental. See the supplemental note to Indicator 25 [on pages 281-291]> for a discussion of these issues.

Caution should be exercised when comparing states and nations by their rank order on any given test measure. These measures are subject to some sampling error. In comparing two estimates, one must use the standard error of the difference. (See the note on standard errors of estimates from the IAEP and the NAEP for details.) See Table 25x in the Statistical Appendix for the standard errors.



Table 24b Achievement and Attainment Indicators Figure 25