Equations, polynomials, and algebraic structures
Some of the famous mathemethicians
Shapes, angles, and spatial reasoning
Limits, derivatives, and integrals
Angles, sine, cosine, and triangle relationships
Data interpretation, averages, and distributions
Chance, events, and statistical outcomes
Vectors, matrices, and systems of equations
Solving equations involving derivatives
Prime numbers, divisibility, and modular arithmetic
Reasoning, propositions, and truth tables
Math applied to physical problems and systems