07-24-2026, 03:43 PM
College Geometry with GeoGebra,
ΒΥ Barbara E. Reynolds, William E. Fenton
Summary
Summary
College Geometry with GeoGebra by Barbara E. Reynolds and William E. Fenton presents geometry as an interactive, discovery-based subject rather than a collection of memorized theorems and formulas. Using the free GeoGebra software, students actively construct geometric figures, investigate their properties, identify patterns, develop conjectures, and ultimately justify their findings through rigorous mathematical proofs. The book gradually progresses from fundamental topics such as triangles, circles, and geometric constructions to more advanced areas including analytic geometry, transformations, isometries, matrices, symmetry, hyperbolic geometry, and projective geometry.
Each chapter combines hands-on computer activities with explanations and exercises that reinforce conceptual understanding and encourage collaborative learning. By emphasizing visualization, exploration, and logical reasoning, the text helps students gain a deeper appreciation of geometry while developing proof-writing and problem-solving skills. Designed primarily for mathematics and mathematics education majors, it provides a modern approach that integrates technology into the classroom, making abstract geometric concepts more intuitive, engaging, and accessible while preparing students for higher-level mathematical study.
BOOK
ΒΥ Barbara E. Reynolds, William E. Fenton
Summary
Summary
College Geometry with GeoGebra by Barbara E. Reynolds and William E. Fenton presents geometry as an interactive, discovery-based subject rather than a collection of memorized theorems and formulas. Using the free GeoGebra software, students actively construct geometric figures, investigate their properties, identify patterns, develop conjectures, and ultimately justify their findings through rigorous mathematical proofs. The book gradually progresses from fundamental topics such as triangles, circles, and geometric constructions to more advanced areas including analytic geometry, transformations, isometries, matrices, symmetry, hyperbolic geometry, and projective geometry.
Each chapter combines hands-on computer activities with explanations and exercises that reinforce conceptual understanding and encourage collaborative learning. By emphasizing visualization, exploration, and logical reasoning, the text helps students gain a deeper appreciation of geometry while developing proof-writing and problem-solving skills. Designed primarily for mathematics and mathematics education majors, it provides a modern approach that integrates technology into the classroom, making abstract geometric concepts more intuitive, engaging, and accessible while preparing students for higher-level mathematical study.
BOOK
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