Khan Geometry Topics
Name__________
____ Recognizing rays lines and line segments
____ Drawing lines
____ Points, lines, and planes
____ Measuring segments
____ Congruent segments
____ Segment addition
____ Midpoint of a segment
____ Measuring angles
____ Angle types
____ Exploring angle pairs
____ Vertical angles
____ Vertical angles 2
____ Congruent angles
____ Parallel lines 1
____ Parallel lines 2
____ Angles 1
____ Angles 2
____ Angles of a polygon
____ Complementary and supplementary angles
____ Angle addition postulate
____ Midpoint Formula
____ Distance Formula
____ Pythagorean Theorem
____ Equation of parallel and perpendicular lines
____ Distance between a point and a line
____ Slope and triangle similarity
____ Congruency postulates
____ Congruent triangles 1
____ Congruent triangles 2
____ Triangle types
____ Triangle angles 1
____ Basic triangle proofs
____ Fill-in-the-blank triangle proofs
____ Wrong statements in triangle proofs
____ Perimeter 1
____ Finding dimensions given perimeter
____ Area 1
____ Finding dimensions given area
____ Area of triangles
____ Shaded areas
____ Triangle inequality theorem
____ Area of circle
____ Heron’s formula
____ Radius diameter and circumference
____ Area of a circle
____ Area of parallelograms
____ Area of trapezoids, rhombi, and kites
____ Volume with unit cubes
____ Volume 1
____ Volume word problems
____ Solid geometry
____ Similar triangles
____ Similar triangles 2
____ Solving similar triangles 1
____ Special right triangles
____ Angle bisector theorem
____ Translations of polygons
____ Rotation of polygons
____ Reflecting points
____ Properties of rigid transformations
____ Dilations
____ Transforming polygons
____ Performing transformations on the coordinate plane
____ Qualitatively defining rigid transformations
____ Quantitatively defining rigid transformations
____ Exploring angle-preserving transformations
____ Defining similarity through angle-preserving transformations
____ Shifting and reflecting functions____e-preserving transformations and similarity