Welcome!
GEOMETRY
- U.S. Based World Class Education
- Traditional and Classical Learning are our Foundations to Deliver Prosperous Results
- Strong Academic Curriculum
- Experienced, licensed teachers
- Carefully planned teaching instructionÂ
- Increased responsibility for learning
- Setting appropriate achievement goals
- Assessment of the individual student’s needs
- Rigorous and dynamic sessions that build up test-taking skills
- 2-hour session/once per week
- Neurodevelopment Session for 10-15 minutes / Complementary
Class Curriculum
- Perimeter and Circumference
- Figures and Shaded regions
- Coordinate Geometry
- Forms of Linear Equations
- Parallel and Perpendicular Lines
- Distance Formula
- Midpoint Formula
- Rigid Motions
- Translations, Reflections, Rotations
- Perpendicular Bisectors
- Directed Line Segments
- Perimeter and Area Using Coordinates
- Shoelace Method
- Dilations
- Compositions of Transformations
- Triangles
- Angles, Exterior Angles,Medians, Altitudes, Angle Bisectors.
- Type of Triangles
- Isosceles and Equilateral Triangles
- Congruent and Similar Triangles
- Points of Concurrency
- Pythagorean Theorem
- Mean Proportional
- Congruent Right Triangles
- Trigonometric Ratios
- Using Trigonometry to Find a Single Side and Angle
- Special Right Angles
- Cofunctions
- Oblique triangles
- Law of Sines and Cosines
- SAS Sine Formula for Area of Triangles
- Proofs
- Reflective
- Symmetric
- Transitive Properties of Equality
- Addition Postulates
- Subtraction Postulates
- Multiplication Postulates
- Division Postulates
- Substitution Postulates
- Partition Postulates
- SAS, ASA, AAS, SSS, HL Congruence of Triangles
- CPCTC Statement
- Proofs and Triangles in Coordinate Planes
- Quadrilaterals
- Properties of Parallelograms
- Special quadrilaterals, trapezoids, and kites
- Parallelogram Proofs
- Informal and Coordinate Proofs
- Transformation Proofs
- Circles
- Arcs
- Angles
- Secants
- Chords
- Tangents
- Arc Lengths and Sectors
- Proofs and Circles in a Coordinate Plane
- Solids
- Volume
- Density
- Cavalieri’s Principle
- Rotations of Two-Dimensional Figures
- Lateral and Surface Areas
- Cross Sections
- Constructions
- Copy Segment,Angles, Triangles,Angle Bisector
- Perpendicular Bisector, Lines Through a Point
- Construction Parallel Lines, Target to a Circle
- Regular Polygons
- Points of Concurrency.
We encourage our students to inspire greatness, to expand their knowledge, and explore educational horizons.
