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Full-Text Articles in Education
“Math Talks Are Like An Alarm Clock Waking You Up”: Language’S Crucial Role In Mathematics, Gabriella M. Wasser
“Math Talks Are Like An Alarm Clock Waking You Up”: Language’S Crucial Role In Mathematics, Gabriella M. Wasser
Journal of Practitioner Research
Whole group math talks, or number talks, are a common practice to get students talking about their own understanding of mathematical concepts. The purpose of this study was to implement math talks in small group settings to see what would happen, specifically to students’ conceptual understanding as well their general perceptions of math talks. This study took place in a fourth-grade math classroom, and math talks were implemented with the whole class for a week and then moved to small groups for the remaining three weeks of the study. During the study, a pre-and post-assessment was given, field notes were …
Graphic Models And Instructional Tools For Students With Special Needs (Revised), Edward A. Polloway, Jacqueline Lubin
Graphic Models And Instructional Tools For Students With Special Needs (Revised), Edward A. Polloway, Jacqueline Lubin
LC Journal of Special Education
This document is intended for educators with interest in students with special needs. It provides various graphical models and instructional tools that relate to teaching reading, writing, math, and social studies and science to students with disabilities. The paper is divided into four sections: reading, writing, math, social studies and science. In each section, multiple examples of models are provided. The information provided can be used for general knowledge, as part of course content in special education classes and/or as reference material. The authors acknowledge the work of Allison Meade and Wendy Bailey-Joseph in developing an earlier edition of this …
How To Guard An Art Gallery: A Simple Mathematical Problem, Natalie Petruzelli
How To Guard An Art Gallery: A Simple Mathematical Problem, Natalie Petruzelli
The Review: A Journal of Undergraduate Student Research
The art gallery problem is a geometry question that seeks to find the minimum number of guards necessary to guard an art gallery based on the qualities of the museum’s shape, specifically the number of walls. Solved by Václav Chvátal in 1975, the resulting Art Gallery Theorem dictates that ⌊n/3⌋ guards are always sufficient and sometimes necessary to guard an art gallery with n walls. This theorem, along with the argument that proves it, are accessible and interesting results even to one with little to no mathematical knowledge, introducing readers to common concepts in both geometry and graph …