Describes three approaches teachers can use to help students understand the computation of numbers: calculator explorations, problem solving, and discussion topics. Specific examples are provided for primary and upper grades. (MDM)

This article compares the relative merits of using Cuisenaire rods (unsegmented, unnumbered, and representing continuous quantities) and number sticks (segmented, numbered, and representing discrete quantities) to introduce number and arithmetic concepts to beginning students or students with learning difficulties or mental disabilities. (DB)

In this article, the author describes his experiences when he decided to teach university-level mathematics to Year 8. Handling a particularly able class who had investigated the isoperimetric problem, he was confident that the class was more than up to the challenge and adequately motivated. Using a Powerpoint, he delivered the lessons to the…

In the first part of this article, we briefly present the context of mathematics education in Italy and its specific programs, teaching and assessment methods, use of psychological concepts, and policies in favor of pupils with difficulties. We illustrate the importance and the role of mathematics teachers' associations. In the second part, we…

Math is about the relationship between numbers. Right answers are not the only thing to look for when examining students' work in mathematics. Looking at how children solve computation problems can give teachers insight into their thinking and help determine what math skills they already know and what they still need to learn. The author contends…

Through her work as a consultant, Burns has found that a handful of students in all classes lack an adequate foundation in basic math concepts and lag far behind their peers in both understanding and skills. Students who lack a foundation on which to build new learning are generally not well served even by well-planned, differentiated instruction;…

The authors review literature on conventional and special approaches to arithmetic instruction with emphasis on applying these approaches to the teaching of elementary learning disabled students with disorders in the area of arithmetic. Section I focuses on the instructional context of arithmetic. It is suggested that generalization teaching…

THREE EXPERIMENTS WERE DESIGNED TO TEACH ADULT MEN WITH LIMITED EDUCATION A CLOSED-CIRCUIT TELEVISIED COURSE IN ENGLISH AND ARITHMETIC, TO BE REINFORCED BY CONVENTIONAL CLASSROOM INSTRUCTION. BACKGROUND AND GENERAL PROCEDURES OF THE EXPERIMENTS ARE DESCRIBED, AND STATISTICAL DATA REPORTED FOR COMPARISONS ON ABILITY BEFORE AND AFTER INSTRUCTION…

A creative-aesthetic approach to school readiness and beginning reading and arithmetic, as formulated by Fortson, was used with 24 kindergarten children. Two control groups included 39 children. Two replications of the study were made, each having two experimental groups. Experimentals scored signifcantly higher on tests of creative thinking,…

The contents of this book is based upon knowledge derived from university institutes for teacher training in adult basic education, independent and collaborative research, and information obtained from the field of literacy education. In the first three chapters, the author presents a concise summary of the history of literacy education. Specific…

Shows how creating and using a supermarket mathematics lab in the classroom can be used to introduce basic (counting and one-to-one correspondence) and arithmetic concepts. The project can be adapted to kindergarten and first-grade activities and can evolve into advanced concepts and problems found in upper elementary school mathematics. (JN)

In a teaching experiment, I examined a theoretical model of mathematics teaching and learning in practice. In this paper I focus on how the model can guide the teacher's thinking about students' understandings and the generation of activities that foster intended transformations in those understandings. As a research-teacher I taught, twice a week…

The teaching and learning in algebra has been much debated. Traditionally early algebra has relied heavily on arithmetic. Recently our focus has changed to teaching algebraic thinking with arithmetic thinking. This paper explores the models that assist young students generalise the patterns of arithmetic compensation. A teaching experiment was…

Arithmetic is the major focus of elementary mathematics instruction. This book offers lessons for developing children's numerical understanding and skills. The lessons help children learn to estimate, understand numerical relationships, develop number sense, compute mentally and with paper and pencil, and use arithmetic as a tool to solve…