Round Table Geometry 34 Activities to Connect Math and Literature
Round Table Geometry 34 Activities to Connect Math and Literature by Elena Dworkin Wright is a resource published by Charlesbridge Publishing, Incorporated on April 30, 1997. This edition, written in English and comprising 32 pages, explores the intersection of literature and mathematics, specifically focusing on geometric concepts inspired by Sir Cumference and the First Round Table by Cindy Neuchwander.
Readers will find a collection of 30 activities designed to enhance problem-solving skills through various strategies, including drawing pictures, considering alternatives, and analyzing outcomes. The book emphasizes critical-thinking techniques such as classifying, sequencing, and discovering relationships, making it a valuable tool for educators and students interested in the subjects of education, teaching, and mathematics.
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This resource, which builds on Sir Cumference and the First Round Table by Cindy Neuchwander, makes connections between literature and mathematics, focusing on geometric concepts. Several problem-solving strategies, such as drawing a picture, considering alternatives, looking at other designs and solutions in nature, and analyzing outcomes, are incorporated into the 30 activities in this book. The activities also use many critical-thinking strategies such as classifying, sequencing, and discovering relationships.
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