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Full-Text Articles in Education
Math, Science And Adventures In Space, K. Thornton
Math, Science And Adventures In Space, K. Thornton
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
On The Relationships Between Mathematics And Science In Schools, Z. Usiskin
On The Relationships Between Mathematics And Science In Schools, Z. Usiskin
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Using Graphing Calculators To Integrate Mathematics And Science, J. Garofalo, F. Pullano
Using Graphing Calculators To Integrate Mathematics And Science, J. Garofalo, F. Pullano
Journal of Mathematics and Science: Collaborative Explorations
The computational, graphing, statistical and programming capabilities of today’s graphing calculators make it possible for teachers and students to explore aspects of functions and investigate real-world situations in ways that were previously inaccessible because of computational constraints. Many of the features of graphing calculators can be used to integrate topics from mathematics and science. Here we provide a few illustrations of activities that use the graphing, parametric graphing, regression, and recursion features of graphing calculators to study mathematics in science contexts.
Solving Problems Involving Hamilton Circuits, T. Wainwright
Solving Problems Involving Hamilton Circuits, T. Wainwright
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Educational Research Abstracts, G. Bass Jr.
Educational Research Abstracts, G. Bass Jr.
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Aims & Scope
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
One Hour Of Chemical Demonstrations, S. Solomon, M. Oliver-Hoyo, J. Tian, B. Brook
One Hour Of Chemical Demonstrations, S. Solomon, M. Oliver-Hoyo, J. Tian, B. Brook
Journal of Mathematics and Science: Collaborative Explorations
This article describes a diverse set of chemistry demonstrations especially selected to encourage student interaction and to be easily transported. The demonstrations may be presented at a level that can be tailored to any audience– from very young children to high school students planning careers in science. An ideal environment is a small classroom with 20-30 students where everyone can take part in the discussion. Once the chemicals are prepared, the collection of demonstrations takes about ten minutes to set-up, and one hour (or less) to perform. Very little is needed at the visiting site, no more than a table …
Mathematics For General Education: Another Rule Of Three, G. Rublein
Mathematics For General Education: Another Rule Of Three, G. Rublein
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Title Page
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Contents
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Journal Of Mathematics And Science: Collaborative Explorations
Journal Of Mathematics And Science: Collaborative Explorations
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Student Work Section, R. Howard
Student Work Section, R. Howard
Journal of Mathematics and Science: Collaborative Explorations
No abstract provided.
Developing Mathematics Enrichment Workshops For Middle School Students: Philosophy And Sample Workshops, H. Keynes, A. Olson, K. Singer
Developing Mathematics Enrichment Workshops For Middle School Students: Philosophy And Sample Workshops, H. Keynes, A. Olson, K. Singer
Journal of Mathematics and Science: Collaborative Explorations
This paper describes our approach to organizing enrichment activities using advanced mathematics topics for diverse audiences of middle school students. We discuss our philosophy and approaches for the structure of these workshops, and then provide sample schedules and resource materials. The workshops cover activities on the following topics: Graphing Calculators; The Chaos Game; Statistical Sampling; CT Scans–the reconstruction problem; The Platonic and Archimedean solids; The Shape of Space; Symmetry; The Binary Number System and the game of NIM; Graph Theory: Proof by Counterexample.