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Bradstreet, Thomas E.; Palcza, John S. – Teaching Statistics: An International Journal for Teachers, 2012
Data from a cough challenge study are displayed with dot charts to demonstrate the importance of graphs in understanding data, principles of graph construction and visual perception. The data are available for use in the classroom.
Descriptors: Visual Perception, Statistics, Mathematical Concepts, Mathematics Instruction
Stewart, Brandie M.; Cipolla, Jessica M.; Best, Lisa A. – Campus-Wide Information Systems, 2009
Purpose: The purpose of this paper is to examine if university students could accurately extract information from graphs presented in 2D or 3D formats with different colour hue variations or solid black and white. Design/methodology/approach: Participants are presented with 2D and 3D bar and pie charts in a PowerPoint presentation and are asked to…
Descriptors: Reaction Time, Graphs, Statistics, Mathematics Instruction
Campbell, Stephen R.; Handscomb, Kerry; Zaparyniuk, Nicholas E.; Sha, Li; Cimen, O. Arda; Shipulina, Olga V. – Online Submission, 2009
Geometry is required for many secondary school students, and is often learned, taught, and assessed more in a heuristic image-based manner, than as a formal axiomatic deductive system. Students are required to prove general theorems, but diagrams are usually used. It follows that understanding how students engage in perceiving and reasoning about…
Descriptors: Mathematics Education, Brain, Cognitive Processes, Geometry
Schneps, Matthew H.; Rose, L. Todd; Fischer, Kurt W. – Mind, Brain, and Education, 2007
The central and peripheral visual fields are structurally segregated in the brain and are differentiated by their anatomical and functional characteristics. While the central field appears well suited for tasks such as visual search, the periphery is optimized for rapid processing over broad regions. People vary in their abilities to make use of…
Descriptors: Reading Difficulties, Dyslexia, Visual Learning, Brain

Davis, Philip J. – Educational Studies in Mathematics, 1993
Argues for a mathematics education that interprets the word "theorem" in a sense that is wide enough to include the visual aspects of mathematical intuition and reasoning. Defines the term "visual theorems" and illustrates the concept using the Marigold of Theodorus. (Author/MDH)
Descriptors: Intuition, Mathematics Education, Mathematics Instruction, Proof (Mathematics)

Bennett, Albert B., Jr. – Mathematics Teacher, 1988
Presents examples of visual representations helpful in understanding number relationships and the algebraic statements of these relationships. Suggests that these representations can be used by teachers to aid students in discovering number relationships and in acquiring meaning for given mathematical statements. (PK)
Descriptors: Algebra, Mathematical Concepts, Mathematics Curriculum, Mathematics Education

Hershkowitz, Rina; Markovits, Zvia – Arithmetic Teacher, 1992
Describes the Agam program, a 36-unit curriculum program to introduce students to basic visual concepts and that applies visual abilities and visual thinking to learning tasks. Describes two units at the third grade level, "Ratio and Proportion" and "Numerical Intuition," and makes observations of the students' learning. (MDH)
Descriptors: Cognitive Development, Cognitive Processes, Cognitive Style, Concept Formation
Connor, Jane M.; Serbin, Lisa A. – 1980
Several studies that were directed towards examining the influence of cognitive factors in sex-related differences in mathematics achievement are reported. Specifically, two lines of research were pursued examining: (1) the relationship between different types of visual-spatial skill and mathematics achievement, and (2) the trainability of…
Descriptors: Cognitive Development, Cognitive Processes, Educational Research, Instructional Materials