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Transcript
Honors Algebra II Content: Chapter 1 The Language of Algebra What is a Function? Function Notation Graphs of Functions Solving Equations Rewriting Formulas Explicit Formulas Recursive Formulas Notation for Recursive Formulas Chapter 2 Direct Variation Inverse Variation The Fundamental Theorem of Variation Graph of y=kx Graph of y=kx2 Graph of y=k/x and y=k/x2 Fitting a Model to Data I Fitting a Model to Data II Combined and Joint Variation Chapter 3 Constant Increase/Decrease Situations Graph of y=mx + b Linear Combinations Situations The Graph of Ax + By = C Fitting a Line to Data Recursive Formulas for Arithmetic Sequences Explicit Formulas for Arithmetic Sequences Step Functions Chapter 4 Storing Data in Matrices Matrix Addition Matrix Multiplication Matrices for Size Changes Matrices for Scale Changes Matrices for Reflections Transformations and Matrices Matrices for Rotations Rotations and Perpendicular Lines Translations and Parallel Lines Chapter 5 Inequalities and Compound Sentences Solving Systems Using Tables or Graphs Solving Systems by Substitution Solving Systems Using Linear Combinations Inverses of Matrices Solving Systems Using Matrices Graphing Inequalities in the Coordinate Plane Systems of Linear Inequalities Linear Programming Chapter 6 Quadratic Expressions Absolute Value, Square Roots and Quadratic Equations Graph-Translation Theorem Graphing Quadratics Completing the Square Fitting a Quadratic Model to Data The Quadratic Formula Imaginary Numbers Complex Numbers Analyzing Solutions to Quadratic Equations Chapter 7 Power Functions Properties of Powers Negative Integer Exponents Compound Interest Geometric Sequences Nth Roots Positive Rational Exponents Negative Rational Exponents Chapter 8 Composition of Functions Inverses of Relations Properties of Inverse Functions Radical Notation for nth Roots Products with Radicals Quotients with Radicals Powers and Roots of Negative Numbers Solving Equations with Radicals Grading A grade of 60 % or higher is required to pass this course. Grades will be based on the following: Notebooks Quizzes Tests Projects Worksheets Rules Come to class prepared Complete assignments Be on time Be respectful of others