Explores three questions related to the kindergarten mathematics curriculum: (1) How much do young students' limited abilities to process information hamper performance on worksheet tasks? (2) How is mathematics currently taught in kindergarten? and (3) What materials and activities are appropriate for mathematics learning in kindergarten? (MDH)

Presents activities that integrate story telling, history, and problem solving as a stimulus for discussion and creativity in the elementary mathematics classroom, and a way to relieve children's anxiety in an escalating curriculum. (MDH)

Presents activities developed for teacher training courses for the middle school level that integrate mathematics history with the selected topics of number systems, fractions, and geometry. The activities seek to give relevance to history and to motivate and deepen students' understanding of the evolution of mathematical concepts. (MDH)

One college mathematics teacher finds that asking students to write brief essays about their attitudes toward and experiences with mathematics offers insight into student motivation, perceptions and misperceptions, and emotional responses. The essay serves as a communication and motivational tool for both teacher and students. (MSE)

Presents four curricular alternatives and teaching strategies to improve the general-mathematics curriculum. Teaching strategies include reading mathematics, classroom discussion, an interdisciplinary approach, field trips, use of manipulatives, varied assessment methods, cooperative learning, use of technology, and team teaching. (MDH)

Discusses 4 numerical patterns occurring in the decimal expansions of 2 raised to a negative exponent. Includes two row patterns, one diagonal pattern, and a pattern in the sum of the digits of the expansions. Conjectures are presented for each pattern and subsequently proved. (MDH)

Describes a project designed to explore possible ways to exploit the use of home-owned computers. Project efforts produced a collection of 72 worksheets containing a short program that students use interactively to complete the worksheet at home. A trial period describes the method of use, response of the students, and the response of the…

Ability grouping persists because few practical, financially feasible, and politically palatable alternatives have been explored. Built to accommodate a team of 6 teachers and 135 to 150 students, 1 Virginia middle school's parallel block scheduling plan exchanges tracking for a practical method of working with heterogeneous groups of students.…

Presents two sets of calendars for July and August that include simple science or math activities for each day. The first set is for students in grades 3-5; the second set is for middle school students. The activities motivate students to investigate and collect data and reinforce concepts learned in school. (SM)

Presents guidelines for developing and evaluating games in mathematics, including a concrete example--coordinate geometry taught by the Rubber Bones game--and its evaluation using (n=52) seventh graders. Guidelines for development include analysis of the concepts and the learner, nature of learning, enjoyability, integration, and evaluation. (48…

Describes the development of the ability to identify a ratio as the appropriate measure of a given attribute by (n=26) prospective elementary teachers. It was concluded that traditional procedural approaches to teaching ratios do not challenge students to develop their own mathematical models of the world. (21 references) (MKR)

Illustrates aspects of a reflective mathematics education using a project for 14- and 15-year olds. Argues for organizing mathematics education to develop different types of knowing: mathematical skills and concepts; technological competence in applications and mathematical model building; and reflective evaluations of consequences. (53…

Describes the hands-on learning approach and materials developed by TERC (formerly Technology Education Research Centers) for teaching science and mathematics to elementary and secondary students, including software for microcomputer-based labs, networked learning, and data analysis; teacher training workshops and curriculum development tools; and…

Discusses duality between process and concept in mathematics, ambiguity of symbolic notation, and flexibility in thought processes of successful students. Content analysis and empirical evidence suggest a qualitatively different kind of mathematical thought in more able compared to less able elementary students (n=72) in arithmetic. (Contains 42…

Presents an alternative method to teaching percent problems which uses a 10x10 grid to help students visualize percents. Offers a means of representing information and suggests different approaches for finding solutions. Includes reproducible student worksheet. (MKR)