Notes to users:  Pages with a name space at the top are worksheets, those without are transparencies.  Some transparencies will not make much sense without instruction.  Chapters are loosely based on those used in "Discovering Geometry" by Michael Serra.  The textbook has available online resources here.

Some pages do not make the transition to PDF form as well as others.  If you come across a page that is illegible, please report it on the Guestbook page.

Online Video Lessons for virtually all of the topics found below.

Defining Terms.  An introduction to the vocabulary of Geometry.  (20 pages)
                           Chapter 1:  Defining Terms

Patterns and functions, finding the nth term, angle diagrams. (23 pages)
                           Chapter 2:  Reasoning

Compass-and-Straight-Edge Geometric Constructions.
(20 pages)
                           Chapter 3: Geometric Constructions

Triangle Congruence, Shortcuts, and Proofs. (23 pages)   
Chapter 4: Triangles

Polygons and Polygon Properties. (23 pages)
Chapter 5: Polygons

Circles and Circle Properties. (30 pages)
Chapter 6: Circles

Area:  Polygons, Circles, Geometric Probability, and Surface Area.  Introductory Pythagorean Theorem. (26)
                           Chapter 8:  Area

The Pythagorean Theorem.  Special Right Triangles, Distance Formula, Applications. (24 pages)
                           Chapter 9:  Pythagorean Theorem  and Intro Lesson

Solid Geometry:  Volume of Prisms, Cylinders, Pyramids, Cones, and Combinations. (24 pages)
                           Chapter 10:  Solid Geometry

Similarity.  Similar Triangles, Angle Bisector Theorem, Indirect Measurement. (26 pages)
                           Chapter 11:  Similarity

Trigonometry.  Sin, Cos, Tan, Law of Sines, Law of Cosines, Applications. (19 pages)
                           Chapter 12:  Trigonometry

Proofs.  Definitions, Postulates, Theorems and Conditionals. (11 pages)
                           Chapter 13:  Proofs

Plane Transformations.  Translations, Reflections, Rotations, and Dilations.  Matrix Applications. (13 pages)
                           Chapter 14:  Plane Transformations

End of Course Test Preparation Problem Sets.
Skills Review.  An assortment of short problem sets. (10)
                           Chapter 15:  EOC Preparation  Also: DPI sample items.