Geometry Made Simple!To maximize your learnings is to know the easiest way. Go at your own pace. Straight to the point, practical, short, and crystal clear teaching style. There are a total of 11 sections and 66 video lessons. Each lesson has concepts and step by step solutions to several math problems. Here is the Geometry Made Simple! curriculum:S01- Basics of GeometryS01 L01- Points, Lines, and PlanesS01 L02- Segments and CongruenceS01 L03- Midpoint and Distance FormulasS01 L04- Measure and Classify AnglesS01 L05- Angle Pair RelationshipsS01 L06- Classify PolygonsS01 L07- Perimeter, Circumference, and AreaS02- Parallel and Perpendicular LinesS02 L01- Identify Pairs of Lines and AnglesS02 L02- Use Parallel Lines and TransversalsS02 L03- Prove Lines are ParallelS02 L04- Prove Theorems About Perpendicular LinesS03- Congruent TrianglesS03 L01- Apply Triangle Sum PropertiesS03 L02- Apply Congruence and TrianglesS03 L03- Prove Triangles Congruent by SSSS03 L04- Prove Triangles Congruent by SAS and HLS03 L05- Prove Triangles Congruent by ASA and AASS03 L06- Use Isosceles and Equilateral TrianglesS03 L07- Perform Congruence TransformationsS04- Relationships within TrianglesS04 L01- Midsegment Theorem and Coordinate ProofS04 L02- Perpendicular BisectorsS04 L03- Angle Bisectors of TrianglesS04 L04- Medians and AltitudesS04 L05- Inequalities in a TriangleS05- SimilarityS05 L01- Ratios, Proportions, and the Geometric MeanS05 L02- Use Proportions to Solve Geometry ProblemsS05 L03- Use Similar PolygonsS05 L04- Prove Triangles Similar by AAS05 L05- Prove Triangles Similar by SSS and SASS05 L06- Use Proportionality TheoremsS05 L07- Perform Similarity TransformationsS06- Right Triangles and TrigonometryS06 L01- Pythagorean TheoremS06 L02- Converse of the Pythagorean TheoremS06 L03- Similar Right TrianglesS06 L04- Special Right TrianglesS06 L05- Sine, Cosine, and Tangent RatiosS06 L06- Solve Right TrianglesS07- QuadrilateralsS07 L01- Find Angle Measures in PolygonsS07 L02- Properties of ParallelogramsS07 L03- Show that a Quadrilateral is a ParallelogramS07 L04- Properties of Rhombuses, Rectangles, and SquaresS07 L05- Properties of Trapezoids and KitesS07 L06- Identify Special QuadrilateralsS08- Properties of TransformationsS08 L01- Translate Figures and Use VectorsS08 L02- Perform ReflectionsS08 L03- Apply Glide ReflectionsS08 L04- Identify SymmetryS09- Properties of CirclesS09 L01- Properties of TangentsS09 L02- Arc MeasuresS09 L03- Properties of ChordsS09 L04- Inscribed Angles and PolygonsS09 L05- Apply Other Angle Relationships in CirclesS09 L06- Segment Lengths in CirclesS10- Measuring Length and AreaS10 L01- Areas of Triangles and ParallelogramsS10 L02- Areas of Trapezoids, Rhombuses, and KitesS10 L03- Perimeter and Area of Similar FiguresS10 L04- Circumference and Arc LengthS10 L05- Area of Circles and SectorsS10 L06- Areas of Regular PolygonsS10 L07- Geometric ProbabilityS11- Surface Area and Volume of SolidsS11 L01- Explore SolidsS11 L02- Surface Area of Prisms and CylindersS11 L03- Surface Area of Pyramids and ConesS11 L04- Volume of Prisms and CylindersS11 L05- Volume of Pyramids and ConesS11 L06- Surface Area and Volume of SpheresS11 L07- Explore Similar SolidsThe course will help you become an expert in Geometry and prepare you for more challenging math courses such as Trigonometry and Calculus.Please enroll today!