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1. Functions1.1 Functions 121.2 Rate of change 241.3 Analyzing Functions 331.4 Piecewise Functions 471.5 Transforming Function 541.6 Composing Functions 701.7 Inverse Function 761.8 Limit 902. Polynomial and Rational Functions2.1 Polynomial Functions 1002.2 Diving Polynomials 1132.3 Real Zeros of Poly 1222.4 Fundamental Theorem of Algebra 1262.5 Rational Function 1342.6 Polynomial and Rational Inequalities 1512.7 Binomial Expansion 162Free Response Questions (from ch1-ch2) 1653. Exponential and Logarithmic Functions3.1 Exponential Function 1683.2 Compound Interest 1823.3 Logarithmic Function 1893.4 Properties of Logarithm 2033.5 Exp and Log Equations and Inequalities 2123.6 Exponential Growth and Modeling 2263.7 Sequences 2353.8 Regression 2493.9 Semilog plots 256Free Response Questions (from ch3) 2634. Trigonometry Definition and Graphs4.1 Angles in Radian 266 4.2 Trigonometry of Right Triangles 276 4.3 Trigonometry of Any Angles 284 4.4 Trigonometry in Unit Circle 293 4.5 Trigonometric Graphs for Sin, Cos 302 4.6 Modeling using Sin, Cos functions 315 4.7 Trigonometric Graphs for Others 322 5. Trigonometry Identities5.1 Inverse Trigonometry Function 334 5.2 Basic Trigonometric Identities 347 5.3 Verifying Trigonometric Identities 355 5.4 Sum and difference Identities 361 5.5 Double-Angle Identity 369 6. Trig Equations and Inequalities6.1 Basic Trigonometric Equations 380 6.2 More Trigonometric Equations 388 6.3 Trigonometric Inequalities 396 7. Polar Curve7.1 Polar Coordinates 402 7.2 Graphs of Polar Equations 412 7.3 Complex Numbers 428 Free Response Questions (from ch4-ch7) 434 (¡ØCh8-Ch11 is NOT assessed on the AP Exam) 8. Parametric Equation8.1 Parametric Equations 440 8.2 Motions and Parametric Equations 447 8.3 Lines and Circles in Parametric Form 4549. Conic Section9.1 Conic Sections and Parabolas 460 9.2 Ellipses 466 9.3 Hyperbolas 473 9.4 Transformation of Conics 479 9.5 Conic Sections in Parametric Form 488 10. Vector10.1 Vectors in Two Dimensions 496 10.2 Finding Resultant Vector using Trig 508 10.3 The Dot Product 512 10.4 Motions in Vectors 51711. Matrices11.1 Algebra of Matrices 522 11.2 Determinant and Inverse Matrix 529 11.3 Linear Transformation 533 11.4 Matrices modeling Context 541Calculator Skills (for Ti 84, Ti nspire CAS) 546 Multiple Choice Practice Test 567 Answer Key 581