EOC Encyclopedia Index
Angles – Classify (Acute, Obtuse, Right)
Angles – Parallel and Perpendicular Lines……………………………………………. ______
Angles – Definitions (Congruent, Complementary, Supplementary)
Angles – Pairs (Linear & Vertical)
Angles – Reflex Measure ……………………………………………………………………. ______
Angles – Remote Interior Angles………………………………………………………….. ______
Angles – Transversal Relationships (AIA, AEA, Corresponding)
Area – Circle
Area – Regular Polygons
Area – Quadrilaterals (Rectangle, Parallelogram, Trapezoid, Kite)
Area – Triangles
Circles – Central Angle & Inscribed Angle
Circles – Lines & Segments (Tangent, Secant, Chord, Radius, Diameter)
Circles – Measurement, Arc Length
Circles – Measurement, Arc Measure
Circles – Measurement, Area of Sector
Circles – Measurement, Circumference…………………………………………………______
Circles – Pi (π) ………………………………………………………………………………………... ______
Conditional Statements – Converse, Inverse, and Contrapositive…………. ______
Coordinate Geometry – Distance Formula
Coordinate Geometry – Midpoint Formula
Coordinate Geometry - Slope Formula………………………………………………….. ______
Midsegment – of a Trapezoid, of a Triangle…………………………………………… ______
Polygons – Apothem
Polygons – Diagonal …………………………………………………………………………….. ______
Polygons –Perimeter
Polygons – Classify (Triangle, Quadrilateral, Pentagon, Hexagon etc.)
Polygons – Sum of Exterior Angles
Polygons – Sum of Interior Angles
Polyhedra – Nets
Polyhedra – Platonic Solids (define all 5)
Polyhedra – Prisms & Cylinders
Polyhedra – Pyramids & Cones
Polyhedra – Regular Polyhedra…………………………………………………………….. ______
Quadrilaterals – Cyclic………………………………………………………………………….. ______
Quadrilaterals – Special, Isosceles Trapezoid
Quadrilaterals – Special, Kite
Quadrilaterals – Special, Parallelogram
Quadrilaterals – Special, Rectangle
Quadrilaterals – Special, Rhombus
Quadrilaterals – Special, Square
Quadrilaterals – Special, Trapezoid
Surface Area – Prisms & Cylinders
Surface Area – Pyramids & Cones
Transformations – Reflection, Rotation, and Translation……………………… ______
Triangle – Triangle Inequality Conjecture
Triangles – Classify by Angles: Acute, Obtuse, Right, Equiangular
Triangles – Classify by Sides: Scalene, Isosceles, Equilateral
Triangles – Included Angle and Included Side……………………………………. ______
Triangles – Congruent, SAA
Triangles – Congruent, ASA
Triangles – Congruent, SAS
Triangles – Congruent, SSS
Triangles – Exterior Angle Conjecture
Triangles – Pt of Concurrency, Centroid
Triangles – Pt of Concurrency, Circumcenter
Triangles – Pt of Concurrency, Incenter
Triangles – Pt of Concurrency, Orthocenter
Triangles – Right, 30⁰-60⁰-90⁰ & 45⁰-45⁰-90⁰
Triangles – Right, Angle of Elevation/Depression
Triangles – Right, Pythagorean Theorem & Converse
Triangles – Right, Pythagorean Triples
Triangles – Right, Trigonometric Inverses (sine-1, cosine-1, tangent-1)
Triangles – Right, Trigonometric Ratios (Sine, Cosine, Tangent)
Triangles – Right, Adjacent side, Opposite side, Hypotenuse……………. ______
Triangles – Special Segments, Altitude
Triangles – Special Segments, Angle Bisector
Triangles – Special Segments, Median
Triangles – Special Segments, Perpendicular Bisector
Triangles – Triangle Sum Conjecture
Volume – Prisms & Cylinders
Volume – Pyramids & Cones