In spite of current sentiment to the contrary, the wellsprings of mathematics are not utility and relevance, but creativity, imagination, and an appreciation of the beauty of the subject. This has implications for the teaching of mathematics. (PK)

Presented is a rationale for the importance of estimation. Strategies used by good estimators, and teaching strategies for computational estimation are considered. (PK)

Described is a unit, SAMPLING, which focuses on developing student understanding of probability and data collection for junior high school students. Activities in SAMPLING incorporate physical materials, simple computer simulations, surveys of subjective data, computer simulations of complex situations, and a culminating activity requiring the…

Contends that individual teachers have ultimate control over what content is taught in their classrooms. Reports a study of the factors which influenced the curriculum decision-making of 18 elementary teachers. (BSR)

Suggests that, when teaching statistics, research supports linking concrete experiences to procedures, giving students the opportunity to develop language, giving students a variety of problem types, using problems that represent the data in various forms, having students collect and summarize their own data, and using calculators for…

This annual report discusses the mathematics being taught and ways of teaching it. The need for improvement is reinforced by data from the Second International Mathematics Study. (MNS)

The first aim in school might be to help children become more aware of the algorithmic processes they use; then, ensure that they can devise algorithms and define them. Many examples of how these aims can be met are given, including the use of calculators and computers. (MNS)

Three schools with differing ways of promoting excellence are described. Background, distinctive features, curriculum features, teacher behaviors in class, and teacher activities out of class are each discussed. (MNS)

To explore the effects of educational reform legislation, curricular changes in California comprehensive high schools from 1982-83 to 1984-85 are investigated. Results mirrored statewide curricular changes documented in California Basic Education Data System data. The changes involved increased offerings in math, science, and advanced placement.…

The five levels of the van Hiele theory are described. Then interviewing tasks designed to be presented to students in kindergarten through college are presented. Finally, responses from 14 interviews are discussed, with implications for teaching geometry. Extensive references are included. (MNS)

Some answers are given to questions that teachers ask about the preprimary mathematics program. A point of view is presented and a model provided outlining a scope and sequence for choosing experiences for children about five years old. (MNS)

Discusses a structured approach to teaching computer programing in secondary schools. The approach can be used in an introductory computer programing (literacy) course or as a method to teach computer programing in traditional mathematics courses. Two sample lesson summaries (related to temperature conversions) are included. (JN)

The Metropolitan Area Schools Project offers a model of collaboration built up from the expressed needs of the constituencies it is designed to serve. The project focuses on the improvement of inner-city math and science education. The Project developers' role of broker is described. (Author/MLW)

Background information, the structure of the Chinese school system, preservice training of teachers, and the professional life of teachers are each discussed. Observations made during the visit of mathematics educators to China in 1983 are intermingled. (MNS)

The case for some elementary programing as part of mathematics instruction is presented. Ways in which microcomputers can be used in the mathematics classroom are described, with specific illustrations. (MNS)