The article presents the rationale behind development by the Council for Learning Disabilities of a set of competencies for teachers of learning disabled children. Competencies cover the areas of oral language, reading, written expression, spelling, mathematics, cognition, behavioral management, counseling/consulting, career/vocational education,…

Presents reviews of five computer packages: (1) "Algebra Attack" contains games and tests; (2) "Bootstrap Stats" requires learners to write programs while studying probability and statistics; (3) "Geometry and Microcomputers" contains 13 lessons on mathematics and graphics; (4) "Math Grapher" is an algebraic…

The chair of the National Council of Teachers of Mathematics Commission responds to a set of questions relative to their standards. (PK)

Reports on research designed to systematically examine how the use of personalized word problems as practice examples would affect learning and attitudes. A computer program was used to generate the problems. It was concluded that presenting problems in familiar contexts made materials more interesting and understandable for students. (PK)

Considers several aspects of quantitative relationships involved in learning physics. Includes discussions of proportionality, various kinds of equality, and the need for generality. Argues that clear distinctions are necessary if the physics curriculum is to be examined with regard to pupil outcomes. (TW)

Offers examples of non-standard mathematical application problems. The applications come from a variety of areas including industry and other cultures. (PK)

This study investigated the effect of reward structure and group ability composition on small group computer-assisted instruction. Junior high school students practiced algebra in mixed-ability or uniform-ability groups, and rewards were based on individual performance, group performance, or a combination of both. (29 references) (Author/LRW)

Argues that Turtle Geometry has a great deal to offer mathematics teaching and learning. Suggests that it helps develop general problem-solving strategies and encourages new approaches to teaching and learning. (PK)

This first of two articles presents eight examples of what software infusion (SI) looks like in actual practice in elementary, middle, and high school classrooms and learning laboratories. An analysis of SI characteristics demonstrated in the examples is presented to bring the definition of SI into focus. (MBR)

Describes how students can construct kaleidoscopes to learn basic principles of reflection. Instructions are included for simple experiments using mirrors. Outlines more complicated constructions of kaleidoscopes with recommendations for variations of the experiments. (TW)

Describes the Minnesota Education Computing Corporation (MECC) Computing and Information Collection, a collection of software products for students in grades 4-12. These products are designed to support individual course content objectives and introduce and practice information literacy skills. Curriculum applications in language arts,…

This study, which assessed the effectiveness of microcomputer-assisted instruction in assisting low achieving fourth to sixth graders to attain mathematics and reading mastery, found performance of only one experimental group statistically superior to that of the control groups, but no significant differences in attitudes toward school or sense of…

Describes similarities and differences in teaching of elementary mathematics in 135 elementary schools in districts of varying size in Washington state. Finds more similarities than differences and that differences relate to selection of student learning objectives and instructional materials, measurement of student progress, student achievement,…

Information is provided on results from the Second International Mathematics Study conducted in 1981-82 in 236 eighth-grade classrooms in the United States. Content taught, teacher characteristics, types of instruction, attitudes, knowledge, and comparisons with students in other countries are discussed. (MNS)

It is suggested that elementary school students find rational numbers troublesome because some teachers have an inadequate understanding of rational number concepts and poor facility with rational numbers skills. How to help them overcome difficulties, develop concepts, and know what topics to emphasize are discussed. (MNS)