This document contains abstracts of papers presented during the 93 sessions of the 1969 annual meeting of the American Educational Research Association. The papers use a wide variety of research approaches and techniques to investigate such topics as teacher characteristics and behavior, the learning process in various settings, curriculum…

Describes five skills underpinning the understanding of geometry for primary and lower secondary mathematics students. Skill categories identified include (1) visual; (2) verbal; (3) drawing; (4) logical; and (5) application. Gives examples of skills appropriate for Van Hiele levels 1-3. (MDH)

Discussion of spatial skills focuses on a quasi-experimental field study that was designed to test the possibility that elementary and secondary school library users' success in stack searches could be related to a particular spatial skill, i.e., the ability to solve large-scale mental-rotation and perspective-taking problems. (13 references) (LRW)

This paper examines ways in which coherent reasoning about key concepts such as variability, sampling, data, and distribution can be developed as part of statistics education. Instructional activities that could support such reasoning were developed through design research conducted with students in grades 7 and 8. Results are reported from a…

Higher order cognitive development and success in the study of high school mathematics and science require an understanding of rational number concepts and facility with proportional reasoning and computation. Proportional reasoning is an essential schema for developing formal operational thought. This study involving 16 ninth-grade students was…

Results of assessing Eastern New Mexico University students' cognitive outcomes are presented as one component of research being conducted by the Student Impacts and Outcomes Committee. The impact of general education studies on undergraduates' integration and utilization of knowledge is being assessed using the American College Testing Program's…

Over the past decade, research by cognitive scientists has been building a clearer understanding of how people learn in school and out. A review of the various streams of cognitive research has implications for vocational education. Research has determined characteristics of effective workers and how people become effective workers. Some…

Major efforts are underway to identify and define a science of science education which will reverse the relationship between research and program development. This trend is toward using research on how learners grow and develop prior to program development and the organization of instructional techniques. Clear scientific explanations of how…

The recent phenomenon of the "returning adult" to colleges has raised concern regarding two implications: age decline in intellectual ability and loss due to lack of practice. Literature indicates slight impairment of the problem-solving function until the years of advanced age. The degree of impairment is related to factors of educational…

This investigation capitalizes upon the information processing models that depend upon measurement of latency of response to a mathematical problem and the decomposition of reaction time (RT). Simple two term addition problems were presented with possible solutions for true-false verification, and accuracy and RT to response were recorded. Total…

This unit of the Flexible Learning System (FLS) provides instruction for adults in helping children develop problem solving skills and attitudes, with particular emphasis on shifting the responsibility of solving classroom problems from teacher to children. Problems are treated as opportunities to learn in which individuals or groups want…

This book describes the major differences between men and women in cognitive or problem-solving abilities and discusses the possible biological contributions to such differences. The book argues that sex differences in cognitive patterns and in motor skills arose out of complementary evolutionary histories of men and women and that evidence for…

Analyzes one third grader's participation in mathematics class discussions, his beliefs about class discussion, and his arithmetical development throughout a school year in a problem-centered learning classroom. Concludes that a fruitful classroom discussion both necessitates and, conversely, is facilitated by the negotiation of social norms and…

Describes three perspectives from which middle school teachers can plan laboratory activities for the purpose of improving students' scientific literacy. Perspectives are the learning cycle approach categorizing activities by stages of development; problem-solving skills approach categorizing activities according to the amount of teacher control;…

Considers four language arts--speaking, listening, reading, and writing--as activities that enhance the development of mathematical concepts. Suggests ways language arts can be used in learning difficult concepts as missing addends, algorithms, number facts, and problem solving. (39 references) (MDH)