McGraw-Hill’s 500 College Precalculus Questions: Ace Your College Exams: 3 Reading Tests + 3 Writing Tests + 3 Mathematics Tests (McGraw-Hill’s 500 Questions)

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Sharpen your skills and prepare for your precalculus exam with a wealth of essential facts in a quick-and-easy Q&A format! Get the question-and-answer practice you need with McGraw-Hill's 500 College Precalculus Questions. Organized for easy reference and intensive practice, the questions cover all essential precalculus topics and include detailed answer explanations. The 500 practice questions are similar to course exam questions so you will know what to expect on test day. Each question includes a fully detailed answer that puts the subject in context. This additional practice helps you build your knowledge, strengthen test-taking skills, and build confidence. From ethical theory to epistemology, this book covers the key topics in precalculus. Prepare for exam day with: 500 essential precalculus questions and answers organized by subject Detailed answers that provide important context for studying Content that follows the current college 101 course curriculum Introduction......Page 9 Working with Real Numbers......Page 10 Complex Numbers......Page 14 The Cartesian Coordinate System......Page 15 Basic Function Concepts......Page 17 Operations with Functions......Page 18 Basic Graphing Concepts......Page 22 Increasing and Decreasing Behavior and Extrema......Page 23 Function Transformations......Page 26 Linear Functions......Page 30 Linear Equations and Inequalities......Page 31 Quadratic Functions......Page 32 Quadratic Equations and Inequalities......Page 34 Average Rate of Change and Difference Quotients for Linear and Quadratic Functions......Page 35 Linear and Quadratic Function Models and Applications......Page 36 Polynomial Functions......Page 39 Remainder Theorem, Factor Theorem, and Fundamental Theorem of Algebra......Page 40 Descartes’ Rule of Signs and Rational Root Theorem......Page 41 Rational Functions......Page 42 Vertical, Horizontal, and Oblique Asymptotes and Holes in Graphs of Rational Functions......Page 43 Behavior of Polynomial and Rational Functions Near ±∞......Page 46 Exponential Functions......Page 47 Logarithmic Functions......Page 49 Exponential and Logarithmic Equations......Page 52 Other Common Functions......Page 53 Basic Concepts of Matrices......Page 55 Determinants and Inverses......Page 56 Solving Systems of Linear Equations Using Inverse Matrices......Page 58 Solving Systems of Linear Equations Using Cramer’s Rule......Page 59 Solving Systems of Linear Equations Using Elementary Row Transformations......Page 61 Sequences......Page 63 Series......Page 65 Mathematical Induction......Page 66 Trigonometric Functions......Page 68 Trigonometric Graphs and Transformations......Page 72 Fundamental Trigonometric Identities......Page 77 Sum and Difference Identities......Page 78 Double- and Half-Angle Identities......Page 79 Trigonometric Equations......Page 80 Solving Triangles......Page 82 The Ellipse......Page 85 The Hyperbola......Page 86 The Parabola......Page 87 Answers......Page 89