Suggests that by using elementary concepts and arithmetic methods it is possible to find many interesting aspects of mathematics. The activities could be used to allow students to make individual discoveries about mathematics. (PK)

Describes pseudoprimitives, a set of special procedures which allow traditional geometric topics to be used within the context of LOGO. Explains how these procedures can be extended and used in junior and senior high school geometry. (PK)

Discusses the potential impact of the National Council of Teachers of Mathematics Curriculum and Evaluation Standards for School Mathematics on teacher education programs. Considers an historical perspective on reform as well as teacher and student conceptions. (PK)

Using High School and Beyond first follow up data, this study investigated the social distribution of mathematics achievement of the sophomore cohort for 83 Catholic and a random subsample of 94 public high schools. Results showed that track placement and course of study are the major mediating factors that link students' background with academic…

Seven research conclusions concerning computers in elementary schools are presented. A summary conclusion suggests that researchers have been unable to detect improvement in mathematical skills, although some evidence suggests that students using computers acquire attributes related to success in mathematics. (PK)

How calculators can enhance problem-solving abilities is discussed. Examples of calculator table-building activities that span the gap from arithmetic to algebra in middle schools are given. Percent, area and perimeter, and exponents are the focus. (MNS)

Geometric activities for junior high school students at the first levels of the van Hiele model of geometric learning (recognition, analysis, and ordering) are discussed. Illustrative problems are included.

CLIMB (Center for Learning and Instruction in Mathematics-concept Building), a model of prescriptive and instructional modes supporting practical approaches to meeting needs of adult learning, is based on premises related to learner needs, implications of mathematics education research, and relevant education for the future. These premises and…

The need of Native Americans for an improved education in mathematics is discussed, with data showing they fall below the norms in enrollment, preparation, and achievement. Contributing factors are identified and possible solutions discussed. (MNS)

A two-week summer computer camp for teachers in grades one through seven is described. Examples of programing in Logo are included, as well as an overview of the curriculum, materials, evaluation, and recommendations. (MNS)

The advanced study program sponsored by the U.S. Naval Academy for the Anne Arundel Public Schools is described. Graphs, Games, and Puzzles and Strange Algebras are two of the courses presented. (MNS)

Since the advent of reform in mathematics education, writing in mathematics courses has taken on an increasingly important role. This paper discusses what one teacher has done over time to incorporate writing into calculus classes and how the techniques employed have evolved over time. The focus is on journal writing, extended exercises, and…

The transition from elementary to middle school can be an exciting as well as scary time for young adolescents. The stress of this transition can be decreased by incorporating transition programs that address student needs and concerns. This qualitative research study was designed to gain an overall sense of fourth grade in order to better…

This report is a snapshot of some of the educational innovations implemented in Tasmanian schools during 1994. Descriptions of 11 projects in primary, secondary, district high, and senior secondary schools and colleges in both urban and rural settings are included. Each description is a story of how the project began including details of the…

This collection of lesson plans and activities for students aged 9-11 years is based on a science curriculum developed by a group of Caribbean nations. The activities pertain to topics such as place value, prime and composite numbers, the sieve of Eratosthenes, square numbers, factors and multiples, sequences, averages, geometry, symmetry,…