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Total Size:
374.0 MB
Info Hash:
9444DB4D05E9900EB68E5DF599047185A6567E70
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June 28, 2025, 2:52 p.m.
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(Last updated: June 28, 2025, 2:52 p.m.)
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| ['Readme.txt'] | 0 bytes |
| ['Jacobs H. Geometry. Seeing, Doing, Understanding 3ed 2003.pdf'] | 0 bytes |
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374.0 MB
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2025-06-28
| Uploaded by andryold1 | Size 374.0 MB | Health [ 10 /24 ] | Added 2025-06-28 |
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343.8 MB
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| Uploaded by Pornlake | Size 343.8 MB | Health [ 20 /19 ] | Added 2023-06-23 |
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| Uploaded by XXXClub | Size 217.2 MB | Health [ 39 /22 ] | Added 2023-12-14 |
NOTE
SOURCE: Jacobs H. Geometry. Seeing, Doing, Understanding 3ed 2003
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MEDIAINFO
Textbook in PDF format Harold Jacobs’s Geometry created a revolution in the approach to teaching this subject, one that gave rise to many ideas now seen in the NCTM Standards. Since its publication nearly one million students have used this legendary text. Suitable for either classroom use or self-paced study, it uses innovative discussions, cartoons, anecdotes, examples, and exercises that unfailingly capture and hold student interest. Forewords A Letter to the Student Acknowledgments Introduction: Euclid, the Surfer, and the Spotter Inductive Reasoning An Introduction to Geometry Lines in Designing a City Angles in Measuring the Earth Polygons and Polyhedra: Pyramid Architecture Constructions: Telling Time with Shadows We Can't Go On Like This Summary and Review Algebra Review The Nature of Deductive Reasoning Conditional Statements Definitions Direct Proof Indirect Proof A Deductive System Some Famous Theorems of Geometry Summary and Review Algebra Review Lines and Angles Number Operations and Equality The Ruler and Distance The Protractor and Angle Measure Bisection Complementary and Supplementary Angles Linear Pairs and Vertical Angles Perpendicular and Parallel Lines Summary and Review Algebra Review Congruence Coordinates and Distance Polygons and Congruence ASA and SAS Congruence Congruence Proofs Isosceles and Equilateral Triangles SSS Congruence Constructions Summary and Review Algebra Review Inequalities Properties of Inequality The Exterior Angle Theorem Triangle Side and Angle Inequalities The Triangle Inequality Theorem Summary and Review Algebra Review Parallel Lines Line Symmetry Proving Lines Parallef The Parallel Postulate Parallel Lines and Angles The Angles of a Triangle AAS and HL Congruence Summary and Review Algebra Review Quadrilaterals Quadrilaterals Parallelograms and Point Symmetry More on Parallelograms Rectangles, Rhombuses, and Squares Trapezoids The Midsegment Theorem Summary and Review Algebra Review Transformations Transformations Reflections Isometries and Congruence Transformations and Symmetry Summary and Review Midterm Review Area Area Squares and Rectangles Triangles Parallelograms and Trapezoids The Pythagorean Theorem Summary and Review Algebra Review Similarity Ratio and Proportion Similar Figures The Side-Splitter Theorem The AA Similarity Theorem Proportions and Dilations Perimeters and Areas of Similar Figures Summary and Review Algebra Reviews The Right Triangle Proportions in a Right Triangle The Pythagorean Theorem Revisited lsosceles and 30°-60° Right Triangles The Tangent Ratio The Sine and Cosine Ratios Slope The Laws of Sines and Cosines Summary and Review Algebra Review Circles Ouwbwn Circles, Radii, and Chords Tangents Central Angles and Arcs Inscribed Angles Secant Angles Tangent Segments and Intersecting Chords Summary and Review Algebra Review The Concurrence Theorems Triangles and Circles Cyclic Quadrilaterals Incircles The Centroid of a Triangle Ceva’s Theorem Napoleon’s Discovery and Other Surprises Summary and Review Regular Polygons and the Circle Regular Polygons The Perimeter of a Regular Polygon The Area of a Regular Polygon From Polygons to Pi The Area of a Circle Sectors and Arcs Summary and Review Geometric Solids Lines and Planes in Space Solid Geometry as a Deductive System Rectangular Solids Prisms The Volume of a Prism Pyramids Cylinders and Cones Spheres Similar Solids The Regular Polyhedra Summary and Review Non-Euclidean Geometries Geometry ona Sphere The Saccheri Quadrilateral The Geometries of Lobachevsky and Riemann The Triangle Angle Sum Theorem Revisited Summary and Review Final Review Glossary Formulary Postulates and Theorems Answers to Selected Exercises Illustration Credits Index
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