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)

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)

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)

The Public Broadcasting Service (PBS) sought to build on the strengths of high quality professional development through an online venture funded under the U.S. Department of Education's Ready To Teach (RTT) program. PBS TeacherLine was designed to provide high-quality, facilitated online professional development for K-12 teachers nationwide.…

This book provides a research background for adults helping three to five year olds learn mathematics, including social and emotional processes as well as key mathematical ideas and common difficulties. It includes implications for practice and proposes presented with a playful and sensitive approach. It is illustrated with examples from the…

This book shows the reader how to use Information and Communication Technology (ICT) effectively to enhance the teaching of mathematics in the secondary school. It explains which forms of technology can be used to improve mathematics teaching and learning, how to get started and where to go for further information. The book includes practical…

Using national and state standards to guide a math program is just a start. It still must be decided how to apply the standards in the curriculum, determine when students should learn different content, and decide which programs and textbooks will help make math come alive in the classroom. That's where this new ASCD resource comes in. This book…

This document presents the learning goals for children participating in Georgia's prekindergarten program. Twenty-three learning goals with accompanying subgoals are delineated in the following areas: (1) language development; (2) mathematical development; (3) scientific development; (4) creative development; (5) physical development; and (6)…

Promoting ACademic Excellence in Mathematics and Science for Workers of the 21st Century (PACE) was a consortium project made up of Indiana University Northwest, the Gary Community Schools, and the Merrillville Community Schools. The focus of this project was to prepare teachers and curricula for Tech Prep mathematics and science courses for the…

This policy brief takes a close look at the ways in which the Third International Mathematics and Science Study (TIMSS)-1995 and TIMSS-1999 data have helped to inform changes in policy and practice as schools, districts, and states respond to the call for improvement in mathematics and science achievement. This policy brief is based primarily on…

This conference proceedings contains 135 research reports, 73 short oral reports, 30 poster session reports, 4 plenary addresses, 3 research forums, 6 project groups, and 5 discussion group reports. Only the research reports, research forums, and plenary addresses are full reports; the others are generally one-page abstracts. The first volume…

Discussed are possible reasons behind the inconsistencies in the learning of calculus. Implicated are students' beliefs, mathematical paradigms including concept image and concept definition, language use, and curriculum sequencing. (KR)

Discussed are the issues of inconsistencies and compartmentalization and the use of inconsistencies in the classroom. Included are discussions on paradoxes, the naive student, logical reasoning ability, and the development of the students' cognitive structures. (KR)