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Geometry release 10.63
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FULL VERSION
CONTENTS
- Parallel Lines
- Transversals and Parallel Lines
- Angles of a Triangle
- Angles of a Convex Polygon
- Congruence
- Exterior Angles and Interior Angles of Triangles
- Congruent Triangles
- Congruent Right Triangles
- Isosceles Triangles
- A Perpendicular Bisector of a Segment
- A Bisector of an Angle
- Quadrilaterals
- Parallelograms
- A Special Segment
- Rectangles
- Squares
- Rhombi
- Trapezoids
- Similarity
- Ratios and Proportions
- Angle-Angle Similarity
- Proportional Lengths
- SAS and SSS Similarity
- Similarity in Right Triangles
- Right Triangles
- The Pythagorean Theorem
- The Converse of the Pythagorean Theorem
- Special Right Triangles
- Geometric Means
- Trigonometry
- The Sine and Cosine Ratios
- The Tangent Ratio
- Circles
- Basic Definitions
- Tangents
- Arcs and Chords
- Arcs and Angles
- Central Angles
- Inscribed Angles
- Angles Formed by Chords
- Angles Formed by Secants or Tangents
- Lengths of Segments
- The Two-Chord Theorem
- The Two-Secant Theorem
- The Tangent-Secant Theorem
- Constructions
- Constructing Segment Congruent to the Given Segment
- Constructing Angle Congruent to the Given Angle
- Constructing Bisector of an Angle
- Constructing Perpendicular Bisector of the Segment
- Constructing Perpendicular to a Line at a Point on the Line
- Constructing Perpendicular to a Line from a Point Outside the Line
- Constructing Parallel to a Line through a Point Outside the Line
- Constructing Tangent to a Circle at a Point on the Circle
- Constructing Tangent to a Circle from a Point Outside the Circle
- Circumscribing Circle about a Triangle
- Inscribing Circle in a Triangle
- Dividing Segment into Congruent Parts
- Constructing Fourth Segment So That the Four Segments Are in Proportion
- Constructing Geometric Mean of Two Segments
- Areas of Plane Figures
- Areas of Polygons
- Areas of Rectangles
- Areas of Parallelograms
- Areas of Triangles
- Areas of Trapezoids
- Circles and Similar Figures
- Areas of Circles
- Areas of Sectors
- Circumferences of Circles
- Arc Lengths
- Solids
- Prisms
- Pyramids
- Cylinders
- Cones
- Spheres
- Coordinate Geometry
- Rectangular Coordinates of a Point
- The Distance Formula
- The Midpoint Formula
- Circles
- Slope of a Line
- Slope-Intercept Equation of a Line
- Point-Slope Equation of a Line
- Slopes for Parallel Lines
- Slopes for Perpendicular Lines
- Review Problems
- Transformations
- Translations
- Reflections
- Rotations
- Dilations
- Products of Mappings
- Inverses and the Identity
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DEMO VERSION
selected lessons from the FULL VERSION
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FULL VERSION
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