
Points, Lines, Planes, and Angles 




1  (2) 

Points, Lines, and Planes 


3  (2) 

Segments, Rays, and Distance 


5  (2) 


7  (2) 

Postulates and Theorems Relating Points, Lines, and Planes 


9  (2) 



IfThen Statements; Converses 


11  (2) 


13  (2) 


15  (2) 


17  (2) 


19  (2) 


21  (2) 

Parallel Lines and Planes 




23  (2) 

Properties of Parallel Lines, Part 1 


25  (2) 

Properties of Parallel Lines, Part 2 


27  (2) 

Proving Lines Parallel, Part 1 


29  (2) 

Proving Lines Parallel, Part 2 


31  (2) 


33  (2) 


35  (2) 


37  (2) 




39  (2) 

Some Ways to Prove Triangles Congruent 


41  (2) 

Using Congruent Triangles, Part 1 


43  (2) 

Using Congruent Triangles, Part 2 


45  (2) 

The Isosceles Triangle Theorems, Part 1 


47  (2) 

The Isosceles Triangle Theorems, Part 2 


49  (2) 

Other Methods of Proving Triangles Congruent, Part 1 


51  (2) 

Other Methods of Proving Triangles Congruent, Part 2 


53  (2) 

Using More than One Pair of Congruent Triangles 


55  (2) 

Medians, Altitudes, and Perpendicular Bisectors 


57  (2) 



Properties of Parallelograms 


59  (2) 

Ways to Prove that Quadrilaterals Are Parallelograms 


61  (2) 

Theorems Involving Parallel Lines 


63  (2) 


65  (2) 


67  (2) 




69  (2) 

Inverses and Contrapositives 


71  (2) 


73  (2) 

Inequalities for One Triangle 


75  (2) 

Inequalities for Two Triangles 


77  (2) 




79  (2) 

Properties of Proportions 


81  (2) 


83  (2) 

A Postulate for Similar Triangles 


85  (2) 

Theorems for Similar Triangles 


87  (2) 


89  (2) 



Similarity in Right Triangles 


91  (2) 


93  (2) 

The Converse of the Pythagorean Theorem 


95  (2) 


97  (2) 


99  (2) 

The Sine and Cosine Ratios 


101  (2) 

Applications of Right Triangle Trigonometry 


103  (4) 

Using a Trigonometric Table 


105  (1) 

Mixed Trigonometric Exercises 


106  (1) 




107  (2) 


109  (2) 


111  (2) 


113  (2) 


115  (2) 


117  (2) 

Circles and Lengths of Segments 


119  (2) 




121  (2) 

Perpendiculars and Parallels 


123  (2) 


125  (2) 


127  (2) 


129  (2) 


131  (2) 


133  (2) 


135  (2) 




137  (2) 

Areas of Parallelograms, Triangles, and Rhombuses 


139  (2) 


141  (2) 

Areas of Regular Polygons 


143  (2) 

Circumferences and Areas of Circles 


145  (2) 

Arc Lengths and Areas of Sectors 


147  (2) 


149  (2) 


151  (2) 

Areas and Volumes of Solids 




153  (2) 


155  (2) 


157  (2) 


159  (2) 

Areas and Volumes of Similar Solids 


161  (2) 




163  (2) 


165  (2) 

Parallel and Perpendicular Lines 


167  (2) 


169  (2) 


171  (2) 

Graphing Linear Equations 


173  (2) 


175  (2) 

Organizing Coordinate Proofs 


177  (2) 

Coordinate Geometry Proofs 


179  (2) 




181  (2) 


183  (2) 

Translations and Glide Reflections 


185  (2) 


187  (2) 


189  (2) 


191  (2) 

Inverses and the Identity 


193  (2) 


195  (3) 
Symbols 

198  (1) 
Table of Measures 

199  (2) 
Table of Squares and Square Roots 

201  (1) 
Table of Trigonometric Ratios 

202  