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Raymond A. Barnett is the author of Analytic Trigonometry with Applications, 11th Edition, published by Wiley.
Michael R. Ziegler is the author of Analytic Trigonometry with Applications, 11th Edition, published by Wiley.
Right Triangle Ratios | p. 1 |
Angles, Degrees, and Arcs | p. 2 |
Similar Triangles | p. 13 |
Trigonometric Ratios and Right Triangles | p. 22 |
Right Triangle Applications | p. 33 |
Group Activity: A Logistics Problem | p. 44 |
Review | p. 45 |
Trigonometric Functions | p. 51 |
Degrees and Radians | p. 52 |
Linear and Angular Velocity | p. 65 |
Trigonometric Functions: Unit Circle Approach | p. 72 |
Additional Applications | p. 84 |
Exact Values and Properties of Trigonometric Functions | p. 98 |
Group Activity: Speed of Light in Water | p. 112 |
Review | p. 114 |
Graphing Trigonometric Functions | p. 121 |
Basic Graphs | p. 123 |
Graphing and | p. 138 |
Graphing and | p. 157 |
Additional Applications | p. 172 |
Graphing the Sum of Functions | p. 187 |
Tangent, Cotangent, Secant, and Cosecant Functions Revisited | p. 199 |
Group Activity: Predator-Prey Analysis Involving Coyotes and Rabbits | p. 211 |
Review 212 Cumulative Review Exercise, Chapters 1-3 | p. 220 |
Identities | p. 227 |
Fundamental Identities and Their Use | p. 228 |
Verifying Trigonometric Identities | p. 235 |
Sum, Difference, and Cofunction Identities | p. 245 |
Double-Angle and Half-Angle Identities | p. 256 |
Product-Sum and Sum-Product Identities | p. 267 |
Group Activity: From to | p. 275 |
Review | p. 277 |
Inverse Trigonometric Functions; Trigonometric Equations And Inequalities | p. 285 |
Inverse Sine, Cosine, and Tangent Functions | p. 286 |
Inverse Cotangent, Secant, and Cosecant Functions | p. 307 |
Trigonometric Equations: An Algebraic Approach | p. 314 |
Trigonometric Equations and Inequalities: A Graphing Calculator Approach | p. 327 |
Group Activity: and | p. 336 |
Review 337 Cumulative Review Exercise, Chapters 1-5 | p. 343 |
Additional Topics: Triangles And Vectors | p. 349 |
Law of Sines | p. 350 |
Law of Cosines | p. 365 |
Areas of Triangles | p. 376 |
Vectors | p. 383 |
The Dot Product | p. 399 |
Group Activity: The SSA Case and the Law of Cosines | p. 409 |
Review | p. 410 |
Polar Coordinates; Complex Numbers | p. 421 |
Polar and Rectangular Coordinates | p. 422 |
Sketching Polar Equations | p. 431 |
The Complex Plane | p. 444 |
De Moivre's Theorem and the nth-Root Theorem | p. 453 |
Group Activity: Orbits of Planets | p. 461 |
Review | p. 463 |
Cumulative Review Exercise, Chapters 1-7 | p. 467 |
Comments On Numbers | p. 473 |
Real Numbers | p. 474 |
Complex Numbers | p. 477 |
Significant Digits | p. 481 |
Functions And Inverse Functions | p. 489 |
Functions | p. 490 |
Graphs and Transformations | p. 497 |
Inverse Functions | p. 508 |
Plane Geometry: Some Useful Facts | p. 515 |
Lines and Angles | p. 516 |
Triangles | p. 517 |
Quadrilaterals | p. 519 |
Circles | p. 520 |
Selected Answers | p. A-1 |
Index | p. I-1 |
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