Here is the only reference book you will ever need for teaching primary school mathematics and statistics. It is full of exciting and engaging snapshots of excellent classroom practice relevant to "The New Zealand Curriculum" and national mathematics standards. There are many fascinating examples of investigative learning experiences,…

This tutorial presents a geometric proof done by sketch to compose a square or equilateral triangle from four small boards. It then converts the procedure into a series of 12 drawing steps with Geometer's Sketchpad. The complete Geometer's Sketchpad file of this demonstration is located at: http://poncelet.math.nthu.edu.tw/chuan/dissect/2dud.html.…

This study describes a discrete mathematics course for second year college students majoring in computer science or mathematics. Students worked in cooperative learning groups on challenging projects using the computer algebra programming language DERIVE. Results indicate that DERIVE allowed students to verify their conjectures, students generally…

Shares insights concerning preparation needed for using Computer Management of Instruction (CMI), the general structure of a CMI system, and some system features a user might encounter. Describes the development of Arkansas' Computer-Assisted Instructional Management system for mathematics instruction. (RH)

Steiner's Porism states that if you can draw a connected ring of circles in the annular region between two original circles, the ring will be successfully completed no matter where you start. This paper explores how the TI-92 graphing calculator can be used to demonstrate Steiner's Porism and illustrate the main points of its proof. Inversion in…

The process of turning symbols into a mathematical sculpture has never been easier. A copy of Maple V release five and a Web browser configured with a VRML plug-in such as the Cosmo Player is necessary to do these activities. Maple V furnishes the computing environment with the capability of allowing for concentration on the mathematical…

This paper introduces a teaching unit on using spiral symmetry in a geometry course for secondary education majors. The TI-92 graphing calculator is used to exploit the exponential function to analyze the geometric topic of similarity and to study the derivative of spirals. The paper provides some procedures and programs to generate spirals using…

Discusses the use of technology to individualize mathematics instruction for gifted students. The use of computers in a mathematics classroom allowed students to identify objectives, communicate results, and implement activities related to goals. Successful math software programs are highlighted. (CR)

This article describes how the East Tennessee Technology Access Center is coordinating the use of new computer math programs designed for elementary children with and without disabilities. The use of the computer software to develop math skills, improve literacy, and increase the independence of students with disabilities is discussed. (Contains…

Examines existing research literature which suggests that introducing computing tools can help students focus on the relevant aspects of a problem, function at higher levels of geometric understanding, distinguish between drawings and constructions, and develop and reason about conjectures on the basis of generalization of patterns. (KHR)

Discusses approaches to teaching mathematical problem solving in the context of number, including encouraging children to write number stories to consolidate their conceptual understanding and technical competence. The use of computers to explore mathematical concepts is discussed, and examples of how number squares can be used are provided. (CR)

This document outlines the Mathematics Curriculum Framework Project and provides details on the mathematics strands, standards, and benchmarks in the state of Michigan. Many activities related to the strands, standards, and benchmarks are presented for elementary, middle, and high school levels. A CD-ROM, a list of additional publications, and…

A nonconventional graphical way to represent functions (the Parallel Axes Representation) is discussed. A computerized environment designed to support the exploration of the representation of linear functions is described. The didactical potential of this representation is illustrated. (CW)

The results of a simulation model of a queuing system are reported. Use in an introductory quantitative analysis course to enhance students' computer and quantitative modeling knowledge is described. (CW)

This paper describes a three-year project that has created on-line lessons and activities on math and aeronautics aimed at improving the education and aeronautics-related career options for children with physical disabilities. It has developed a specialized program, drawing from existing curricula, available materials and assistive technology,…