An elective unit was developed for a course (Math 20) which would teach students to program solutions to typical exercises. Development of the unit took place in a large senior high school in Alberta. The elective is 15 hours long, with the first five hours devoted to learning programming fundamentals and the final ten hours to programming…

Computer Literacy Program Briefs for seven schools and/or school districts are presented. Topics covered in each brief include: the institution or institutions covered, the educational program strategies, the target student audience, major components of the instructional program, illustrative examples of specific objectives, organization of the…

Results of a survey of secondary schools indicate that the use of computers, especially for instructional purposes, has grown rapidly. However, the diversity of use is still limited. The most prevalent applications are problem solving and Electronic Data Processing (EDP) skills training. The major emphasis of computer application is on teaching…

A description is provided of comprehensive Achievement Monitoring (CAM), a tool which enables classroom teachers to function as researchers and evaluators. Part I reviews the CAM philosophy and the section following discusses computerized feedback in CAM operations. The final two portions of the report describes the use of CAM in mathematics…

An overall schema of interpretation for programming instructors is given, so that the misconceptions students develop in programming can be determined more readily. Types of language-independent and -dependent bugs, how they can be identified, and how to help students overcome them are addressed. (MNS)

Argues that the effective use of calculators is important for employees in many areas. Suggests ways that schools might incorporate calculators into mathematics instruction. (PK)

The National Council of Teachers of Mathematics (NCTM) sponsored a conference which focused on topics and issues related to the impact of computing on school mathematics. Presented are guidelines/recommendations related to computing and: (1) the mathematics curriculum; (2) mathematics instruction; and (3) pre- and in-service components of…

Describes a project in which 11- to 13-year-old children used their LOGO programing experience to assist them in investigating a mathematical topic. Students initially drew frieze patterns on graph paper and then wrote LOGO program. Implications of the project for mathematics instruction are noted. (JN)

To examine the effects of using a microcomputer in mathematics instruction, a nine-month study with 87 fifth-grade students was conducted. The group having drill-and-practice on the microcomputer improved significantly more than a group using an individualized kit, and also gained significantly in computer literacy. (MNS)

An approach to teaching the exponential function using discrete methods, rather than continuous analysis, is presented. A model for simple geometric growth is explored, with a computer program given. (MNS)

How the computer can become an integral part of mathematics learning at the junior high school level is discussed in terms of mathematics processes. The rationale for activities involving programmed processes and examples of them are given. (MNS)

Six major categories encompassing the various ways in which computers can be used to enhance mathematics education are listed and described. Examples of problem solving, drill and practice, management of instruction, and tutorial applications are followed by predictions about the future of instructional computing in mathematics education.…

Presents a brief overview of the school organization in Sweden and summarizes the results of large-scale computer experiments conducted during the last five years. Focuses on mathematics. (DC)

A proposal to replace plane geometry with computer programming in the standard high-school mathematics curriculum is presented. (MP)

Computer software with graphic representations of functions can teach algebraic concepts, or can blur or obscure concepts of great importance. Making good use and bad use of visual imagery are each discussed. Then a general theory of interpretation of graphs is proposed, and a list of examples is presented. (MNS)