Geometry: Seeing, Doing, Understanding (Student Book) [SCM]

Lessons

• 1:1 Lines in Designing a City
• 1:2 Angles in Measuring the Earth
• 1:3 Polygons and Polyhedra: Pyramid Architecture
• 1:4 Constructions: Telling Time with Shadows
• 1:5 We Can't Go On Like This
• 1:6 Chapter 1 Summary and Review
• 1:7 Chapter 1 Algebra Review
• 2:1 Conditional Statements
• 2:2 Definitions
• 2:3 Direct Proof
• 2:4 Indirect Proof
• 2:5 A Deductive System
• 2:6 Some Famous Theorems of Geometry
• 2:7 Chapter 2 Summary and Review
• 2:8 Chapter 2 Algebra Review
• 3:1 Number Operations and Equality
• 3:2 The Ruler and Distance
• 3:3 The Protractor and Angle Measure
• 3:4 Bisection
• 3:5 Complementary and Supplementary Angles
• 3:6 Linear Pairs and Vertical Angles
• 3:7 Perpendicular and Parallel Lines
• 3:8 Chapter 3 Summary and Review
• 3:9 Chapter 3 Algebra Review
• 4:1 Coordinates and Distance
• 4:2 Polygons and Congruence
• 4:3 ASA and SAS Congruence
• 4:4 Congruence Proofs
• 4:5 Isosceles and Equilateral Triangles
• 4:6 SSS Congruence
• 4:7 Constructions
• 4:8 Chapter 4 Summary and Review
• 4:9 Chapter 4 Algebra Review
• 5:1 Properties of Inequality
• 5:2 The Exterior Angle Theorem
• 5:3 Triangle Side and Angle Inequalities
• 5:4 The Triangle Inequality Theorem
• 5:5 Chapter 5 Summary and Review
• 5:6 Chapter 5 Algebra Review
• 6:1 Line Symmetry
• 6:2 Proving Lines Parallel
• 6:3 The Parallel Postulate
• 6:4 Parallel Lines and Angles
• 6:5 The Angles of a Triangle
• 6:6 AAS and HL Congruence
• 6:7 Chapter 6 Summary and Review
• 6:8 Chapter 6 Algebra Review
• 7:1 Quadrilaterals
• 7:2 Parallelograms and Point Symmetry
• 7:3 More on Parallelograms
• 7:4 Rectangles, Rhombuses, and Squares
• 7:5 Trapezoids
• 7:6 The Midsegment Theorem
• 7:7 Chapter 7 Summary and Review
• 7:8 Chapter 7 Algebra Review
• 8:1 Transformations
• 8:2 Reflections
• 8:3 Isometries and Congruence
• 8:4 Transformations and Symmetry
• 8:5 Chapter 8 Summary and Review
• 8:6 Midterm Review
• 9:1 Area
• 9:2 Squares and Rectangles
• 9:3 Triangles
• 9:4 Parallelograms and Trapezoids
• 9:5 The Pythagorean Theorem
• 9:6 Chapter 9 Summary and Review
• 9:7 Chapter 9 Algebra Review
• 10:1 Ratio and Proportion
• 10:2 Similar Figures
• 10:3 The Side-Splitter Theorem
• 10:4 The AA Similarity Theorem
• 10:5 Proportions and Dilations
• 10:6 Perimeters and Areas of Similar Figures
• 10:7 Chapter 10 Summary and Review
• 10:8 Chapter 10 Algebra Review
• 11:1 Proportions in a Right Triangle
• 11:2 The Pythagorean Theorem Revisited
• 11:3 Isosceles and 30?-60? Right Triangles
• 11:4 The Tangent Ratio
• 11:5 The Sine and Cosine Ratios
• 11:6 Slope
• 11:7 The Laws of Sines and Cosines
• 11:8 Chapter 11 Summary and Review
• 11:9 Chapter 11 Algebra Review
• 12:1 Circles, Radii, and Chords
• 12:2 Tangents
• 12:3 Central Angles and Arcs
• 12:4 Inscribed Angles
• 12:5 Secant Angles
• 12:6 Tangent Segments and Intersecting Chords
• 12:7 Chapter 12 Summary and Review
• 12:8 Chapter 12 Algebra Review
• 13:1 Triangles and Circles
• 13:2 Cyclic Quadrilaterals
• 13:3 Incircles
• 13:4 The Centroid of a Triangle
• 13:5 Ceva's Theorem
• 13:6 Napoleon's Discovery and Other Surprises
• 13:7 Chapter 13 Summary and Review
• 14:1 Regular Polygons
• 14:2 The Perimeter of a Regular Polygon
• 14:3 The Area of a Regular Polygon
• 14:4 From Polygons to Pi
• 14:5 The Area of a Circle
• 14:6 Sectors and Arcs
• 14:7 Chapter 14 Summary and Review
• 15:1 Lines and Planes in Space
• 15:2 Solid Geometry as a Deductive System and Rectangular Solids
• 15:3 Prisms
• 15:4 The Volume of a Prism
• 15:5 Pyramids
• 15:6 Cylinders and Cones
• 15:7 Spheres
• 15:8 Similar Solids
• 15:9 The Regular Polyhedra
• 15:10 Chapter 15 Summary and Review
• 16:1 Geometry on a Sphere
• 16:2 The Saccheri Quadrilateral
• 16:3 The Geometries of Lobachevsky and Riemann
• 16:4 The Triangle Angle Sum Theorem Revisited
• 16:5 Chapter 16 Summary and Review
• 17 Final Review