Describes a mathematics course for 15- or 16-year-olds who lack confidence in themselves and their ability to succeed. The article presents a "picture" of how a small group of teachers have tried to apply some of the "new" methodologies and assessment techniques in the classroom. (PK)

The constructivist perspective, which holds that children's learning of subject matter is an interaction between what they are taught and what they bring to a learning situation, could be used to improve mathematics teacher education. (PK)

One of the areas in which the microcomputer excels is that of the very rapid addition of a sequence of numbers. Many problems in mathematics can be reduced to such an addition. Examples of problems and computer programs are included. (PK)

Argues that computer instantiations of abstract concepts could assist mathematics education by providing concrete experiences and by inducing the mental process of construction that Piaget called reflexive abstraction. College students with computer experiences scored higher than those taught with traditional methods on a test of functions and…

The Triple Representation Model of problem solving is presented. The use of microcomputers in this problem-solving environment is discussed, and examples are provided. The integration of this method into the mathematics curriculum is described. (CW)

Lists 12 reasons to use the computer in undergraduate mathematics. Describes the appropriate roles and expectations for computer usage in the 17 mathematics offerings in 2-year colleges. Discusses anticipated types of software and their mathematical applications. (YP)

Asserts that college students lack understanding of the concept of function. Based on an epistemological theory, offers an instructional treatment using computers that presents a process concept of function and results in substantial improvements in student understanding for many students. (29 references) (MDH)

Described is a study that used LOGO to improve the proportional reasoning ability of students enrolled in mathematics classes for students poorly prepared for college-level mathematics. Included are the methodology, procedures for using logo, and a discussion of the results. (KR)

Illustrates where several unexpected patterns of antiderivatives can be realized during calculus instruction via the application of integration by parts to the exploration of particular members of families of functions. (JJK)

Mathematical fiction writing as a learning tool is discussed utilizing an actual example of a student's fictional text related to the field of geometry. Commentary about this example and how it relates to other areas of mathematics can provide teachers with insight into students' schema for organization and internalization of mathematical…

This course guide for calculus offered at the high school level begins with an overview of the course. The overview includes a rationale for including calculus in the high school curriculum, a description and rationale of calculator and computer use in the calculus class, the desired qualifications and characteristics of calculus teachers,…

Presented are highlights from the Survey of Earned Doctorates, focusing on: trends in doctorate production by field, sex, and citizenship; employment of science and engineering (S/E) doctorates; and science and mathematics education doctorates. Approximately 95 percent of the 1982 recipients of the Ph.D. and similar doctorates responded to a…

This document describes a study of 5,000 minority undergraduate students whose SAT mathematics scores were 550 and above. Background information, high school program, college experience, and the results of two questionnaires were analyzed. Other information was drawn from a national longitudinal database, High School and Beyond (HS&B). Results…

Most Aboriginal people in Australia lack the background qualifications to enter higher education courses in science and mathematics. In 1984, the Western Australian Institute of Technology (WAIT) (now Curtin University of Technology) developed a project which created and evaluated bridging courses for Aboriginal people seeking to gain access into…

The paper discusses the affective influences on students of problem solving instruction using computers, and the relationship of affective influences to student belief systems. It reviews affective issues and problem solving, and analyzes affect with particular reference to the work of G. Mandler. The paper considers types of congnitive processes,…