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Mathematics II (K-A)

Absolute value & piecewise functions (K-A)

Graphs of absolute value functions (K-A)

Piecewise functions (K-A)

Circles (K-A)

Circle basics (K-A)

Arc measure (K-A)

Arc length (from degrees) (K-A)

Introduction to radians (K-A)

Arc length (from radians) (K-A)

Sectors (K-A)

Inscribed angles (K-A)

Inscribed shapes problem solving (K-A)

Properties of tangents (K-A)

Area of inscribed triangle (K-A)

Constructing regular polygons inscribed in circles (K-A)

Constructing circumcircles & incircles (K-A)

Constructing a line tangent to a circle (K-A)

Complex numbers (K-A)

What are the imaginary numbers? (K-A)

What are the complex numbers? (K-A)

The complex plane (K-A)

Adding & subtracting complex numbers (K-A)

Multiplying complex numbers (K-A)

Conic sections (K-A)

Introduction to conic sections (K-A)

Features of a circle (K-A)

Standard equation of a circle (K-A)

Expanded equation of a circle (K-A)

Focus & directrix of a parabola (K-A)

Exponential growth & decay (K-A)

Equivalent forms of exponential expressions (K-A)

Exponential equations: properties of exponents (K-A)

Interpreting the rate of change of exponential models (K-A)

Constructing exponential models according to rate of change (K-A)

Advanced interpretation of exponential models (K-A)

Distinguishing between linear and exponential growth (K-A)

Factorization (K-A)

Introduction to factorization (K-A)

Factoring monomials (K-A)

Factoring polynomials by taking common factors (K-A)

Evaluating expressions with unknown variables (K-A)

Factoring quadratics intro (K-A)

Factoring quadratics by grouping (K-A)

Factoring polynomials with quadratic forms (K-A)

Factoring quadratics: Difference of squares (K-A)

Factoring quadratics: Perfect squares (K-A)

Strategy in factoring quadratics (K-A)

Factoring polynomials with special product forms (K-A)

Polynomial Remainder Theorem (K-A)

Irrational numbers (K-A)

Irrational numbers (K-A)

Sums & products of rational/irrational numbers (K-A)

Proofs concerning irrational numbers (K-A)

Modeling with algebra (K-A)

Modeling with one-variable equations & inequalities (K-A)

Manipulating formulas (K-A)

Probability (K-A)

Probability basics (K-A)

Counting with combinations (K-A)

Probability with counting, permutations, combinations (K-A)

Multiplication rule for independent events (K-A)

Addition rule for probability (K-A)

Conditional probability (K-A)

Simulation and randomness (K-A)

Expected value (K-A)

Quadratics (K-A)

Parabolas intro (K-A)

Quadratic factored form (K-A)

Solving quadratics by taking square roots (K-A)

Quadratic vertex form (K-A)

Solving quadratics by factoring (K-A)

Completing the square (K-A)

The quadratic formula (K-A)

Quadratic standard form (K-A)

Features & forms of quadratic functions (K-A)

Transforming parabolas (K-A)

Right triangles & trigonometry (K-A)

Pythagorean theorem (K-A)

Pythagorean theorem proofs (K-A)

Special right triangles (K-A)

Introduction to the trigonometric ratios (K-A)

Solving for a side in a right triangle using the trigonometric ratios (K-A)

Solving for an angle in a right triangle using the trigonometric ratios (K-A)

Modeling with right triangles (K-A)

Trigonometric ratios & similarity (K-A)

Sine & cosine of complementary angles (K-A)

Similarity (K-A)

Definitions of similarity (K-A)

Introduction to triangle similarity (K-A)

Solving similar triangles (K-A)

Angle bisector theorem (K-A)

Solving problems with similar & congruent triangles (K-A)

Solving modeling problems with similar & congruent triangles (K-A)

Solid geometry (K-A)

Solid geometry intro (K-A)

Density (K-A)