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Podaeva, Natalia Georgievna; Agafonov, Pavel Alexandrovich – Journal of Educational Psychology - Propositos y Representaciones, 2020
In the context of the sociocultural approach, the authors studied the problem of the development of the students' conceptual mental structures in the process of geometry teaching. An educational activity for the development of a generalized ability to solve geometry construction problems in electronic educational environment served as a…
Descriptors: Mathematics Instruction, Elective Courses, Electronic Learning, Courseware
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Musti-Rao, Shobana; Lynch, Tom Liam; Plati, Erin – Intervention in School and Clinic, 2015
As American students struggle with basic mathematical skills, the importance of math fact fluency has gained the attention of educators and researchers. Generalization of math fact fluency is also important for the transfer of skills to other settings and formats, assisting students in the completion of more varied and complicated math tasks. This…
Descriptors: Technology Uses in Education, Generalization, Mathematics Skills, Classroom Techniques
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Henriques, Ana; Oliveira, Hélia – Statistics Education Research Journal, 2016
This paper reports on the results of a study investigating the potential to embed Informal Statistical Inference in statistical investigations, using TinkerPlots, for assisting 8th grade students' informal inferential reasoning to emerge, particularly their articulations of uncertainty. Data collection included students' written work on a…
Descriptors: Investigations, Student Attitudes, Statistical Inference, Grade 8
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Chai, Zhen; Vail, Cynthia O.; Ayres, Kevin M. – Journal of Special Education, 2015
This investigation evaluated the effects of using an iPad application to teach young children with developmental delays to receptively identify initial phonemes through 0- to 5-s constant time delay procedures in the context of a multiple-probe design across three sets of behaviors and replicated across three students. The dependent variable was…
Descriptors: Young Children, Disabilities, Courseware, Investigations
Schwartz, Judah L., Ed.; And Others – 1993
This volume attempts to bring together a collection of reports on the Geometric Supposer, a series of computer software environments which can be a tool for exploring particulars and generalizations in geometry. The book contains the following chapters: (1) "A Personal View of the Supposer: Reflections on Particularities and Generalities in…
Descriptors: Cognitive Development, Computer Assisted Instruction, Courseware, Diagrams
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Owens, John E. – Mathematics Teacher, 1992
Explores families of parabolas that result from the graphs of quadratic functions. Computer software allows students to quickly depict a series of graphs and make conjectures about emerging patterns. Discusses cases in different parameters in the quadratic are varied to produce different effects in which the parabolas. (MDH)
Descriptors: Computer Assisted Instruction, Courseware, Discovery Learning, Discovery Processes
Le Xuan, Albert; Shinghal, Rajjan – 1989
This paper describes Topdown Conceptual Analysis (TCA) and how it can be used to produce the knowledge base for the development of courseware. Some of the prerequisites and basic theories behind TCA are explained. In discussing what is meant by learning and teaching a concept, an explanation is given of how a complex concept can be taught in terms…
Descriptors: Abstract Reasoning, Authoring Aids (Programing), Concept Formation, Concept Teaching
Lewis, Eileen L.; And Others – Educational Technology, 1993
Describes a study of eighth-grade students that investigated the impact of computer simulations on students' ability to generalize scientific concepts from classroom to naturally occurring problems. A curriculum for teaching thermodynamics that was reformulated to emphasize integration of understanding is described, and student reactions are…
Descriptors: Computer Assisted Instruction, Computer Simulation, Concept Teaching, Courseware
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Hativa, Nira – Mathematics Education Research Journal, 1992
Examined the problem-solving strategies of above average students (n=42) in grades 2-4 on problems involving forgotten or new material while practicing arithmetic with a computer. Identified the different problem-solving strategies used, sorted them into categories, and illustrated them with examples from students' protocols. Made suggestions for…
Descriptors: Academically Gifted, Arithmetic, Cognitive Style, Computer Assisted Instruction