Visuals and vocabulary : the next generation in mathematics education
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In recent years, there has been a growth of using visuals and vocabulary in mathematics and mathematics classes. The purpose of this Master’s Report is to illuminate research done in the realm of mathematics education related to the increasing use of visuals and visual devices as models for mathematical concepts, as well as visuals for quick reference or “short cuts.” Also discussed is mathematics vocabulary, the words most likely seen on mathematics exams, standardized state tests, and overall, any vocabulary most likely to trigger problem solving strategies and solutions. Trends such as “word walls” and “graphic organizers,” as well as vocabulary strategies aimed at oral, visual, and kinesthetic learners have all emerged in the classroom. Other strategies implemented and researched include student mathematics journals, student created mathematics dictionaries, children’s literature, graphic organizers, and written explanations of open ended word problems. All proved to enhance students’ mathematical vocabulary, increase comprehension and increase ability in communication of mathematical ideas. Furthermore, the use of visual models has emerged in mathematics courses in order to promote more mathematical understanding. “Proofs without words” and patterns and pictures are growing in their use to explain mathematical concepts and ideas. Visual devices that help students arrive at probable answers also have grown in their implementation in the classroom and beyond. Overall, has the increased use of visuals and vocabulary in both mathematics education and mathematics in general improved the mathematical understanding of our society? What research, if any, has been done to document the effects of word walls, graphic organizers, and etcetera? The research will show that, yes, an overwhelming amount of data shows that the implementation of such visual and vocabulary strategies can improve the mathematical understanding of those exposed to the strategies and devices.
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Gusmer, Bethany Anne (2010-06-04)While exploring unfamiliar concepts and striving to grasp higher level mathematics, secondary and postsecondary mathematics students often ask, “When will we ever use this?” Although this question typically stems from ...