The Cooperative Committee on the Teaching of Science and Mathematics of the American Association for the Advancement of Science that participated in planning for and publishing this bulletin is composed of representatives of seventeen national scientific and mathematical societies including representatives from the associated teaching…

This bulletin is based upon reports to the International Commission on the Teaching of Mathematics concerning the development of the teacher of mathematics in the better secondary schools of different countries. For the most part, only those schools which are under the immediate direction of the Government have been considered. And even here…

Results from the third national mathematics assessment indicate that the decline in performance of 17 year olds between 1973 and 1978 has leveled out over the last four years, and 13 year olds' performance improved significantly between 1978 and 1982. However, most gains were on lower-order skills. (MNS)

Japanese methods of teaching subtraction to first graders, which emphasize the involvement of the children in developing and solving problems, are discussed. The conventional vertical format for solving problems was not introduced immediately. Some results encountered by American teachers using these methods are also discussed. (IS)

Presents an annotated list of 27 computer-oriented references for researchers and for teachers using computers in the classroom. Resources focus on various aspects of mathematics curriculum/instruction as well as research studies. The former include teaching calculus with computers, guidelines for using computers in statistical instruction, and…

Reports that at the first grade level, parental tutoring appeared to produce significant increases in student reading, language arts, and math achievement, while at the second grade level there were no significant differences on posttest measures between groups receiving tutoring from their parents and those not. (FL)

New goals for mathematics education, including the need to teach mathematical processes, applications, and literacy to a broader array of students, are explored. Implications for teachers and curriculum developers are discussed, and the need for applying mathematical problem solving to social needs is pointed out. (PP)

Reviewed are 12 programs, texts, supplements, kits, and teacher references for various grade levels, including two new basic math series for the elementary grades; geometry, statistics, and prealgebra texts; and three guidebooks on using electronic calculators in secondary-level math. (SJL)

Studied attitudes of girls, toward themselves and their classmates, and their behavior in a girls-only math classroom. Found girls were more likely to ask and answer questions in the math classroom than in coeducational classes and that the girls-only setting enhanced their ability to learn. The girls-only environment was overwhelmingly preferred.…

Presents ways to stimulate teachers to try several techniques for having students write their own problems and verify their meanings with others to become effective mathematics problem solvers. These techniques include sharing self-generated problems in a Mathematician's Circle and publishing problems on worksheets. (PVD)

Students in mathematics classrooms were asked to select cartoons that best depicted their visions of typical and ideal mathematics classrooms. Many students picked the model of teacher as sage-on-the-stage as ideal. Students' views about teaching must be addressed to make changes in teaching approaches to prepare students for the 21st century.…

Increasingly, college teachers and instructional designers are exploring use of the technology of virtual reality to enhance student learning in math, science, and the social sciences. It is found particularly useful for teaching psychomotor skills and may have potential to make scientific concepts and abstract subjects more accessible to…

Presents an activity on reading data from a table, estimation, computation, and 15 questions about the activities and their solutions. (ASK)

Describes typical student strategies for counting cubes in cube buildings and explains why these problems are difficult for students. Suggests instructional tasks that can help students develop more powerful ways of thinking about such problems. Lists two action research ideas related to this issue. (ASK)

This study examined whether sixth- and eighth-grade students' motivation, anxiety, and classroom learning environment in mathematics differed significantly according to the degree of implementation of technology in the mathematics classroom. Self-concept, involvement, affiliation, satisfaction, and parent participation are discussed in relation to…