9781603281072

Core Connections Geometry (Volume 2)

Brian Hoey, Judy Kysh, Leslie Dietiker, Tom Sallee

7.1.1

Properties of a Circle

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p.400

7.1.2

Building a Tetrahedron

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p.405

7.1.3

Shortest Distance Problems

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p.410

7.1.4

Using Symmetry to Study Polygons

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p.416

7.2.1

Special Quadrilaterals and Proof

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p.421

7.2.2

Properties of Rhombi

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p.426

7.2.3

More Proofs with Congruent Triangles

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p.431

7.2.4

More Properties of Quadrilaterals

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p.435

7.2.5

Two-Column Proofs

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p.440

7.2.6

Explore-Conjecture-Prove

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p.445

7.3.1

Studying Quadrilaterals on a Coordinate Grid

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p.449

7.3.2

Coordinate Geometry and Midpoints

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p.455

7.3.3

Identifying Quadrilaterals on a Coordinate Grid

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p.459

8.1.1

Pinwheels and Polygons

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p.476

8.1.2

Interior Angles of Polygons

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p.481

8.1.3

Angles of Regular Polygons

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p.485

8.1.4

Regular Polygon Angle Connections

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p.488

8.1.5

Finding Areas of Regular Polygons

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p.494

8.2.1

Area Ratios of Similar Figures

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p.499

8.2.2

Ratios of Similarity

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p.503

8.3.1

A Special Ratio

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p.507

8.3.2

Area and Circumference of a Circle

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p.512

8.3.3

Circles in Context

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p.517

9.1.1

Three-Dimensional Solids

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p.533

9.1.2

Volumes and Surface Areas of Prisms

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p.537

9.1.3

Prisms and Cylinders

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p.542

9.1.4

Volumes of Similar Solids

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p.545

9.1.5

Ratios of Similarity

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p.550

9.2.1

Introduction to Constructions

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p.555

9.2.2

Constructing Bisectors

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p.560

9.2.3

More Explorations with Constructions

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p.564

9.2.4

Other Constructions

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p.569

10.1.1

Introduction to Chords

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p.584

10.1.2

Angles and Arcs

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p.589

10.1.3

Chords and Angles

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p.596

10.1.4

Tangents and Secants

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p.601

10.1.5

Problem Solving with Circles

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p.605

10.2.1

Conditional Probability and Independence

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p.611

10.2.2

Two-Way Tables

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p.616

10.2.3

Applications of Probability

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p.625

10.3.1

The Fundamental Principle of Counting

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p.631

10.3.2

Permutations

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p.638

10.3.3

Combinations

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p.643

10.3.4

Categorizing Counting Problems

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p.649

10.3.5

Some Challenging Probability Problems

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p.658

11.1.1

Platonic Solids

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p.675

11.1.2

Pyramids

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p.681

11.1.3

Volume of a Pyramid

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p.686

11.1.4

Surface Area and Volume of a Cone

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p.692

11.1.5

Surface Area and Volume of a Sphere

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p.696

11.2.1

Coordinates on a Sphere

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p.702

11.2.2

Tangents and Arcs

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p.707

11.2.3

Secant and Tangent Relationships

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p.713

12.1.1

The Equation of a Circle

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p.733

12.1.2

Completing the Square for Equations of Circles

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p.738

12.1.3

Introduction to Conic Sections

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p.744

12.1.4

Graphing a Parabola Using the Focus and Directtrix

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p.749

12.2.1

Using Coordinate Geometry and Constructions to Explore Shapes

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p.752

12.2.2

Euler's Formula for Polyhedra

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p.756

12.2.3

The Golden Ratio

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p.763

12.2.4

Using Geometry to find Probabilities

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p.767