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• • • • • • • # Algebra II and Trigonometry H - Moskowitz

1

## Equations and Inequalities • Real Numbers and Number Operations (1.1)
• Algebraic Expressions and Models (1.2)
• Solving Linear Equations (1.3)
• Rewriting Equations and Formulas (1.4)
• Problem Solving Using Alg. Models (1.5)
• Solving Linear Inequalties (1.6)
• Solving Absolute Value Equations and Inequalities (1.7) 2

## Linear Equations and Functions • Functions and Their Graphs (2.1)
• Slope and Rate of Change (2.2)
• Graphs of Linear Equations (2.3)
• Writing Equations of Lines (2.4)
• Correlation and Best-Fitting Lines (2.5)
• Linear Inequalities in Two Variables (2.6)
• Absolute Value Functions (2.8) 3 • Solving Quadratic Equations by Factoring (5.2)
• Solving Quadratic Equations by Finding Square Roots (5.3)
• Complex Numbers (5.4)
• Completing the Square (5.5)
• The Quadratic Formula and the Discriminant (5.6)
• Sum and Product of the Roots
• Graphing and Solving Quadratic Inequalitites (5.7)
• Modeling with Quadratic Functions (5.8) 4

## Polynomials and Polynomial Functions • Using Properties of Exponents (6.1)
• Evaluating and Graphing Polynomial Functions (6.2)
• Adding, Subtracting and Multiplying Polynomials (6.3)
• Factoring and Solving Polynomial Equations (6.4) 5

## Rational Expressions • Simplifying Rational Expressions
• Multiplying and Dividing Rational Expressions (9.4)
• Adding and Subtracting Rational Expressions (9.5)
• Complex Fractions (9.5)
• Solving Rational Expressions (9.6) 6 • Nth Roots and Rational Exponents (7.1)
• Properties of Rational Exponents (7.2)
• Power Functions and Function Operations (7.3)
• Inverse Functions (7.4)
• Graphs of Square and Cube Root Functions (7.5) 7

## Exponential and Logarithmic Functions • Exponential Growth (8.1)
• Exponential Decay (8.2)
• The Number e (8.3)
• Logarithmic Functions (8.4)
• Properties of Logarithms (8.5)
• Solving Exponential and Logarithmic Equations (8.6)
• Modeling with Exponential and Power Functions (8.7)
• Regressions 8

## Trigonometric Functions • Right Triangle Trigonometry (13.1)
• General Angles and Radian Measure (13.2)
• Trigonometric Functions of Any Angle (13.3)
• Inverse Trigonometric Functions (13.4)
• Graphing Sine, Cosine, and Tangent Functions (14.1)
• Verifying Trigonometric Identities (14.3)
• Solving Trigonometric Equations (14.4)
• Modeling With Trigonometric Functions (14.5)
• Using Sum and Difference Formulas (14.6)
• Using Double and Half-Angle Formulas (14.7)
• The Law of Sines (13.5)
• The Law of Cosines (13.6)
• Forces and Vectors
• Area Formulas of Triangles (13.5 & 13.6) 9

## Sequences and Series • An Introduction to Sequences and Series (11.1)
• Arithmetic Sequences and Series (11.2)
• Geometric Sequences and Series (11.3)
• Infinite Geometric Series (11.4)
• Recursive Rule For Sequences (11.5) 10

## • The Fundamental Counting Principle and Permutations (12.1)
• Combinations and the Binomial Theorem (12.2)
• An Introduction to Probability (12.3)
• Probability of Compound Events (12.4)
• Probability of Independent and Dependent Events (12.5)
• Statistics and Statistical Graphs (7.7)
• Binomail Distributions (12.6)
• Normal Distributions (12.7) 11

## Quadratic Relations and Conic Sections • Inverse and Joint Variation (9.1)
• Parabolas (10.2)
• Circles (10.3)
• Ellipses (10.4)
• Hyperbolas (10.5)
• Graphing and Classifying Conics (10.6) 12

## Math B Regents Review  13 14 15 16 17 18 19 20 Skip Upcoming Events

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