Solve 1-13, 1-25, 1-37, 1-40, 1-48, 1-64, 1-91, CL 1-125 parts (a) and (b).
Evaluate f(x) 1-4, 1-21, 1-35, 1-47, 1-65, CL 1-119.
Connect 1-12, 1-15, 1-19, 1-61, 1-88, and CL 1-127.
Graph 1-20, 1-59, 1-86, 1-90, 1-92, 1-95, and CL 1‑122.
Solve quadratics1-13, 1-36, 1-48, 1-95, 1-106, and CL 1-125 part (c).
Interpret 1-23, 1-108, 1-116, and 1-112.
Write equations 1-69, 1-87, 1-88, and CL 1-127.
Domain and range 1-34, 1-35, 1-59, 1-62, 1-68, 1-86, 1-109, CL 1-120, and CL 1-122.
Function machines 1-2 and 1-5.
Points of intersection 1-41, 1-46, 1-71, 1-84, and CL 1-121.
Investigate 1-78 or 1-111. |
Lesson 2.1.5 – Forms of a Quadratic Function
Lesson 2.2.2 – How to use (h, k)
Lesson 2.2.3 – Reflections and Even Functions
Lesson 2.2.5 – Transform Any Function
Math Notes
Lesson 2.1.3 – Forms of Quadratics
Lesson 2.1.4 – Finding Graphing Form and Vertex of Parabolas
Lesson 2.2.2 – Point-Slope Equations for Lines
Lesson 2.2.3 – General Equations for Families
Lesson 2.2.5 – Even and Odd Functions |
Lesson 8.1.1 – Graphing Polynomials
Lesson 8.3.2 – Factors and Roots of Polynomial Functions
Lesson 8.1.1 – Polynomials, Degree, Coefficients
Lesson 8.1.2 – Roots and Zeros
Lesson 8.1.3 – Notation for Polynomials
Lesson 8.2.1 – Imaginary and Complex Numbers
Lesson 8.2.2 – The Discriminant and Complex Conjugates
Lesson 8.2.3 – Graphing Complex Numbers
Lesson 8.3.1 – Polynomial Division
Lesson 8.3.2 – Polynomial Theorems |
Sets
Venn Diagrams
Union, Intersection
Two-Way Tables
Independent/Dependent
Mutually Exclusive
Conditional Probability |
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