Four uses of microcomputers in elementary science education are discussed. These include: (1) drill and practice; (2) simulation; (3) problem solving; and (4) programing. Indicates that mathematics instruction may be enhanced in the same ways. (JN)

Uses Derive as an instructional tool to investigate asymptotic behavior of rational functions. Activities focus on reducing manipulation and computation and on generating multiple examples to focus on discovery of the concept rather than a summary of rules. (MLN)

For the thirty-sixth year, the Research and Theory Division of the Association for Educational Communications and Technology (AECT) is sponsoring the publication of these Proceedings. Papers published in this volume were presented at the annual AECT Convention in Anaheim, California. The Proceedings of AECT's Convention are published in two…

This document summarizes the work of the Math Curriculum Project at San Francisco State University. The project developed seven curriculum units for the middle school mathematics program, using microcomputers as a problem solving tool to foster mathematical thinking and develop insights into mathematical concepts. They also created a prototype…

This paper describes the equity component of an ongoing mathematics and technology inservice program which aims to create awareness of equity issues and develop strategies essential to achieving equity. Equity interventions are briefly reviewed. Research evidence suggests that social and experiential factors help determine participation in…

The California Mathematics Project (CMP) was created in 1982 to improve mathematics competence of students by implementing exemplary in-service training programs for existing mathematics teachers. This report provides a summary of local project evaluations and an assessment of the extent of program implementation and progress toward achieving…

The author states that this book was written for anyone who wants to know what calculus is all about, and that those with knowledge of some algebra and geometry should be able to understand it. That calculus should be called "slope finding" is discussed, and this term is used extensively. The book is divided into three chapters: (1) the…

The focus of this workshop involving people from 13 countries in Asia and the Pacific Region was on using computers to assist learning in mathematics. The report contains the following sections: (1) Introduction; (2) The Mathematics Curriculum: Innovation and Change; (3) The Mathematics Classroom: New Ideas with Computers; (4) Software: Quality…

These activities were designed for use at the University of Montana, where they were tested for four quarters in a mathematics for elementary teachers course on informal geometry. They are for use with Apple II-Plus computers with 64K memory or Apple IIe computers and MIT Logo. (Modifications are necessary if the activities are to be used with…

The project described was designed to develop a strategy using computers and cross-aged instruction to: (1) increase basic skill levels of mathematically low-achieving sixth graders; (2) increase enrollments in high school science and mathematics; (3) evaluate microcomputers as unique instructional tools; and (4) develop effective applications of…

Parts one and two of a one-year computer-oriented calculus course (without analytic geometry) are presented. The ideas of calculus are introduced and motivated through computer (i.e., algorithmic) concepts. An introduction to computing via algorithms and a simple flow chart language allows the book to be self-contained, except that material on…

In the early 1970's, a major modification of the introductory service course in statistics at Brigham Young University was implemented, first on an experimental basis and then in all sections by 1974-75. The basic components of the course that distinguish it are: a self-pacing text prepared under the guidance of educational research specialists; a…

The Paris Faculty of Science is developing programs in computer-assisted instruction (CAI). Their first goal is to develop "questionnaires" (instructional sequences) administered by teletype machines which check on a student's knowledge in an area and draw his attention to basic concepts, definitions, and theorems in that area. Using an…

It is argued that microcomputer technology has evolved to the stage that it should be routinely used by mathematics students at all levels. It is shown how the use of microcomputers can change the way problems are solved. Computer-generated graphics are highlighted. (PK)

The article considers the problem of how to plot on the computer screen a circle with center (A,B) and radius R. Several different procedures are discussed and compared. (PK)