The exam tests in seven different math categories. Number and Quantity. Topics include rational numbers, rational exponents, integer exponents, complex numbers, quadratic equations, vector quantities, matrices, abstract algebra, and addition, subtraction, and other arithmetic operations. Algebra. Includes rate and proportional relationship analysis; rational expressions; linear and nonlinear equations; algebraic, graphic, and other methods of solving linear and quadratic equations; and polynomial expressions. Functions. Candidates will be tested in areas that include linear, quadratic, radical, rational, piecewise and other representations to analyze functions; and explicit expressions, recursive processes, and other methods to model relationships between two quantities Calculus. Includes derivative interpretation; understands the fundamental theorem of calculus; product rule, chain rule, and other techniques of differentiation and integration; and analyze the graphs of functions by applying properties of derivatives. Geometry and Measurement. Topic includes lines and angles, triangles, and parallelograms theorems; geometric constructions analysis; trigonometry; arc lengths, areas of sectors, and other problems involving circles; and non-Euclidean geometry. Statistics and Probability. This topic includes number lines, dot plots and other single count or measurement variables; one and two-variable data interpretation; correlation coefficients for linear models; evaluate outcomes of decisions by using probabilities; and expected value calculation. Pedagogical Content Knowledge. Candidates will see topics including student learning goals; and assessing student progress.