1.  Sec. 1-1   -   Patterns and Inductive Reasoning
        Sec. 1-2   -  Points, Lines, and Planes
      Sec. 1-3   -  Segments and Their Measures
      Sec. 1-4   -   Angles and Their Measures
        Sec. 1-5 - Segments and Angle Bisectors
Sec. 1-6 - Angle pair Relationships
Sec. 1-7 - Introduction to Perimeter, Circumference, and Area
7.  Sec. 7-1   -  Rigid motion in a plane
     Sec. 7-2   -   Reflections
     Sec. 7-3   - Rotations
     Sec. 7-4 - Translations and vectors
     Sec. 7-5 - Glide reflections and compositions
     Sec. 7-6 - Frieze Patterns 
2.  Sec. 2-1   -   Conditional Statements
     Sec. 2-2   -   Definitions and Biconditional Statements
     Sec. 2-3 - Deductive Reasoning
     Sec. 2-4   - Reasoning with Properties from Algebra
    Sec. 2-5 - Proving Statements about Segments
    Sec. 2-6 - Proving Statements about Angles


8.  Sec. 8-1   - Ratio and Proportion  
     Sec. 8-2   - Problem solving in Geometry with proportions
      Sec. 8-3   -  Similar polygons
      Sec. 8-4 - similar triangles
      Sec. 8-5 - Proving Triangles are similar
      Sec. 8-6 - Proportions and similar triangles
      Sec. 8-7 - Dilations 
3.  Sec. 3-1   -   Lines and Angles
     Sec. 3-2   -   Proof and Perpendicular Lines
      Sec. 3-3   -   Parallel Lines and Transversals
      Sec. 3-4   -   Proving Lines are Parallel
      Sec. 3-5 - Using Properties of Parallel Lines
      Sec. 3-6 - Parallel Lines in the Coordinate Plane
      Sec. 3-7 - Perpendicular Lines in the Coordinate Plane		 9.  Sec. 9-1   -   Similar right triangles
     Sec. 9-2   - The Pythagorean theorem
     Sec. 9-3   -   The converse of the Pythagorean theorem
     Sec. 9-4 - Special right triangles
     Sec. 9-5 - Trigonometric ratios
     Sec. 9-6 - Solving right triangles
     Sec. 9-7 - Vectors 
4.  Sec. 4-1   -   Triangles and Angles
       Sec. 4-2   -   Congruence and Triangles
       Sec. 4-3   -   Proving Triangles are congruent: SSS and SAS
      Sec. 4-4 -  Proving Triangles are congruent: ASA and AAS

    Sec. 4-5 - Using congruent Triangles

    Sec. 4-6 - Isosceles, Equilateral, and Right Triangles
    Sec. 4-7 - Triangles and Coordinate Proof

 10.  Sec. 10-1   -  Tangents to circles
       Sec. 10-2   -  Arcs and chords
       Sec. 10-3 - Inscribed angles
       Sec. 10-4 - Other angle relationships in circles
       Sec. 10-5 - Segment lengths in circle
      Sec. 10-6 - Equations of circles
       Sec. 10-7 - Locus 
5.  Sec. 5-1   -  Perpendicular and Bisectors
     Sec. 5-2   -   Bisectors of a triangle
      Sec. 5-3   -  Medians and Altitudes of a triangle
    Sec. 5-4 - Midsegments Theorem
    Sec. 5-5 - Inequalities in ONE Triangle
    Sec. 5-6 - Indirect proof and inequalities in Two triangles 		11.  Sec. 11-1   -  Angle measures in polygons 
       Sec. 11-2   - areas of regular polygons
       Sec. 11-3 -  Perimeters and areas of similar figures
      Sec. 11-4 - Circumference and Arc length
    Sec. 11-5 - Areas of circles and sectors
    Sec. 11-6 - Geometric probability 
6.  Sec. 6-1   -  Polygons
     Sec. 6-2   -   Properties of parallelograms
     Sec. 6-3   -  proving quadrilaterals are parallelograms
     Sec. 6-4 - Rhombuses, Rectangles, and Squares 
     Sec. 6-5 - Trapezoids and kites
     Sec. 6-6 - Special Quadrilaterals
     Sec. 6-7 - Areas of Triangles and Quadrilaterals  		12.  Sec. 12-1   -  Exploring Solids 
       Sec. 12-2   -  Surface area of prism and cylinders
      Sec. 12-3 - Surface area of pyramids and cones
     Sec. 12-4 - Volume of prisms and cylinders
   Sec. 12-5 - Volume of pyramids and cones
   Sec. 12-6 - Surface area and volume of spheres
   Sec. 12-7 - Similar solids

 

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This page was created by: Jessica Drummond
This page was last updated on:07/14/2006