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Bob Miller (East Brunswick, NJ) has been a lecturer in Mathematics at City College of New York, a branch of the City University of New York, for more than twenty-eight years.

Chapter 1: The Basics: Undefined Words, Some Defined Words, Axioms, and Postulates. Chapter 2: The Beginnings of Proofs. Chapter 3: Parallel Lines, Forever Together. Chapter 4: Mostly Triangles. Chapter 5: Secrets of Proving Triangles Congruent. Chapter 6: Similar Figures and Pythagoras Lives!!!! Chapter 7: Quadrilaterals Squarely Done. Chapter 8: Interior and Exterior Angles. Chapter 9: Areal Search and Securing the Perimeter. Chapter 10: Volumes and Surface Areas. Chapter 11: Circle One. Chapter 12: Lines (the Straight Kind) and Parabolas (not Straight). Chapter 13: Distance Formula, Midpoint, Circle Two, and Analytic Geometry Proofs. Chapter 14: Functions, Translations, Stretches, Contractions, Flips. Chapter 15: Parabolas II, Ellipses, and Hyperbolas. Chapter 16: Right and Not S right-angle Trig, Law of Sines, Law of Cosines. Chapter 17: Miscellaneous: Locus, Parallel Lines, Larger and Smaller Sides and Angles. Chapter 18: Always-Sometimes-Never Questions. Chapter 19: Answers - You Should Always Draw the Picture If You Are Having Problems. Appendices. Acknowledgements. About Bob Miller...in His Own Words. Index.