Mathematical formulas, theorems and definitions
Pre-algebra, algebra and advanced algebra. Equations and inequalities, systems, percents, identities, fractions, sequences and series, exponents, functions, logarithms.
Trigonometric functions: sine, cosine, tangent, cotangent. Trigonometric equations and inequalities, graphing, identities, reduction. Reverse functions.
Points, lines and angles. Plane figures (triangles, quadrilaterals, circles, polygons) and 3D figures (cones, cubes, cylinders, pyramids, prisms). Similarities.
Basic and more complex algebra-based probabilities. Combinatorics: factorials, permutations, combinations, trees of opportunities. Statistics.
Limits of functions, infinity, continuity, sequences, ordinary and partial derivatives, indefinite and definite integrals, advanced functions and their families. Vectors.
Advanced algebra, calculus, geometry, probability and statistics, analysis, differential equations, discrete and business mathematics, number theory.