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by Margaret L. Lial and Michael J. Hernandez

Edition: 2ND 04Copyright: 2004

Publisher: Addison-Wesley Longman, Inc.

Published: 2004

International: No

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Written for students who need a refresher on Plane Euclidean Geometry, Essentials of Geometry for College Students, Second Edition, incorporates the American Mathematical Association of Two-Year Colleges (AMATYC) and National Council of Teachers of Mathematics (NCTM) Standards on geometry, modeling, reasoning, communication, technology, and deductive proof. To make learning interactive and enjoyable, this new edition includes exciting new features such as Technology Connections and Hands-on Activities. Knowledge of beginning algebra and a scientific calculator are required for this text.

**Lial, Margaret L. : American River College**

Brown, Barbara A. : Anoka Ramsey Community College

Steffenson, Arnold R. : Northern Arizona University

Johnson, L. Murphy : Northern Arizona University

1. Foundations of Geometry.

Inductive and Deductive Reasoning.

Points, Lines and Planes.

Segments, Rays, and Angles.

Introduction to Deductive Proofs.

Formalizing Geometric Proofs.

Constructions Involving Lines and Angles.

2. Triangles.

Classifying Triangles.

Congruent Triangles.

Proofs Involving Congruence.

Isosceles Triangles, Medians, and Altitudes.

Proving Right Triangles Congruent.

Constructions Involving Triangles.

3. Parallel Lines and Polygons.

Indirect Proof and the Parallel Postulate.

Parallel Lines.

Polygons and Angles.

More Congruent Triangles.

4. Quadrilaterals.

Parallelograms.

Rhombus and Kite.

Rectangles and Squares.

Trapezoids.

5. Similar Polygons and the Pythagorean Theorem.

Ratio and Proportion.

Similar Polygons.

Properties of Right Triangles.

Pythagorean Theorem.

Inequalities Involving Triangles.

6. Circles.

Circles and Arcs.

Chords and Secants.

Tangents.

Circles and Regular Polygons.

Inequalities Involving Circles.

7. Areas of Polygons and Circles.

Areas of Quadrilaterals.

Circumference and Area of a Circle.

Area and Arc Length of a Sector.

Area of Regular Polygons.

8. Solid Geometry.

Planes and Polyhedrons.

Prisms.

Pyramids.

Cylinders and Cones.

Spheres and Composite Figures.

9. Analytic Geometry and Locus of Points.

The Cartesian Coordinate System.

Slope, Distance and Midpoint Formulas.

Proofs Involving Polygons.

Locus and Basic Theorems.

Triangle Concurrency Theorems.

10. Introduction to Trigonometry.

Sine and Cosine Ratio.

Tangent Ratio.

Solving Right Triangles.

Applications Involving Right Triangles.

Summary

Written for students who need a refresher on Plane Euclidean Geometry, Essentials of Geometry for College Students, Second Edition, incorporates the American Mathematical Association of Two-Year Colleges (AMATYC) and National Council of Teachers of Mathematics (NCTM) Standards on geometry, modeling, reasoning, communication, technology, and deductive proof. To make learning interactive and enjoyable, this new edition includes exciting new features such as Technology Connections and Hands-on Activities. Knowledge of beginning algebra and a scientific calculator are required for this text.

Author Bio

**Lial, Margaret L. : American River College**

Brown, Barbara A. : Anoka Ramsey Community College

Steffenson, Arnold R. : Northern Arizona University

Johnson, L. Murphy : Northern Arizona University

Table of Contents

1. Foundations of Geometry.

Inductive and Deductive Reasoning.

Points, Lines and Planes.

Segments, Rays, and Angles.

Introduction to Deductive Proofs.

Formalizing Geometric Proofs.

Constructions Involving Lines and Angles.

2. Triangles.

Classifying Triangles.

Congruent Triangles.

Proofs Involving Congruence.

Isosceles Triangles, Medians, and Altitudes.

Proving Right Triangles Congruent.

Constructions Involving Triangles.

3. Parallel Lines and Polygons.

Indirect Proof and the Parallel Postulate.

Parallel Lines.

Polygons and Angles.

More Congruent Triangles.

4. Quadrilaterals.

Parallelograms.

Rhombus and Kite.

Rectangles and Squares.

Trapezoids.

5. Similar Polygons and the Pythagorean Theorem.

Ratio and Proportion.

Similar Polygons.

Properties of Right Triangles.

Pythagorean Theorem.

Inequalities Involving Triangles.

6. Circles.

Circles and Arcs.

Chords and Secants.

Tangents.

Circles and Regular Polygons.

Inequalities Involving Circles.

7. Areas of Polygons and Circles.

Areas of Quadrilaterals.

Circumference and Area of a Circle.

Area and Arc Length of a Sector.

Area of Regular Polygons.

8. Solid Geometry.

Planes and Polyhedrons.

Prisms.

Pyramids.

Cylinders and Cones.

Spheres and Composite Figures.

9. Analytic Geometry and Locus of Points.

The Cartesian Coordinate System.

Slope, Distance and Midpoint Formulas.

Proofs Involving Polygons.

Locus and Basic Theorems.

Triangle Concurrency Theorems.

10. Introduction to Trigonometry.

Sine and Cosine Ratio.

Tangent Ratio.

Solving Right Triangles.

Applications Involving Right Triangles.

Publisher Info

Publisher: Addison-Wesley Longman, Inc.

Published: 2004

International: No

Published: 2004

International: No

**Lial, Margaret L. : American River College**

Brown, Barbara A. : Anoka Ramsey Community College

Steffenson, Arnold R. : Northern Arizona University

Johnson, L. Murphy : Northern Arizona University

1. Foundations of Geometry.

Inductive and Deductive Reasoning.

Points, Lines and Planes.

Segments, Rays, and Angles.

Introduction to Deductive Proofs.

Formalizing Geometric Proofs.

Constructions Involving Lines and Angles.

2. Triangles.

Classifying Triangles.

Congruent Triangles.

Proofs Involving Congruence.

Isosceles Triangles, Medians, and Altitudes.

Proving Right Triangles Congruent.

Constructions Involving Triangles.

3. Parallel Lines and Polygons.

Indirect Proof and the Parallel Postulate.

Parallel Lines.

Polygons and Angles.

More Congruent Triangles.

4. Quadrilaterals.

Parallelograms.

Rhombus and Kite.

Rectangles and Squares.

Trapezoids.

5. Similar Polygons and the Pythagorean Theorem.

Ratio and Proportion.

Similar Polygons.

Properties of Right Triangles.

Pythagorean Theorem.

Inequalities Involving Triangles.

6. Circles.

Circles and Arcs.

Chords and Secants.

Tangents.

Circles and Regular Polygons.

Inequalities Involving Circles.

7. Areas of Polygons and Circles.

Areas of Quadrilaterals.

Circumference and Area of a Circle.

Area and Arc Length of a Sector.

Area of Regular Polygons.

8. Solid Geometry.

Planes and Polyhedrons.

Prisms.

Pyramids.

Cylinders and Cones.

Spheres and Composite Figures.

9. Analytic Geometry and Locus of Points.

The Cartesian Coordinate System.

Slope, Distance and Midpoint Formulas.

Proofs Involving Polygons.

Locus and Basic Theorems.

Triangle Concurrency Theorems.

10. Introduction to Trigonometry.

Sine and Cosine Ratio.

Tangent Ratio.

Solving Right Triangles.

Applications Involving Right Triangles.