Semester I
Chapter 1: Points, Lines, Planes, and Angles
- points, lines, and planes
- segments, rays, and distance
- angles
- postulates and theorems
Chapter 2: Deductive Reasoning
- if-then statements
- proving theorems
- angles and perpendicular lines
Chapter 3: Parallel Lines and Planes
- properties of parallel lines
- angles of triangles and polygons
- inductive reasoning
Chapter 4: Congruent Triangles
- congruent figures
- isosceles triangle figures
- perpendicular bisectors
Chapter 5: Quadrilaterals
- properties of parallelograms
- special quadrilaterals
- trapezoids
Semester II
Chapter 6: Inequalities in Geometry
- inequalities
- inverses and contrapositives
- indirect proof
- triangle inequalities
Chapter 7: Similiar Polygons
- rates and proportions
- similar triangle postulates
- similar triangles
Chapter 8: Right Triangles
- The Pythagorean Theorem
- special right triangles
- sines, cosines, and tangents
Chapter 13: Coordinate Geometry
- distance formula
- slope of a line
- parallel and perpendicular lines
- vectors graphing linear equations
- graphing and writing linear equations
Chapter 9: Circles
- tangents, arcs, and central angles
- chords
- inscribed angles
- circles and lengths of segments
Chapter 11: Areas of Plane Figures
- rectangles, parallelograms, triangles, and rhombuses
- circumferences and areas of circles
- arc lengths and arcs of sectors
Chapter 12: Areas and Volumes of Solids
- Areas and volumes of prisms, pyramids, cylinders, and cones
- Areas and volumes of spheres
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