Essentials of Trigonometry (4TH)

Essentials of Trigonometry (4TH)

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  • 製本 Hardcover:ハードカバー版/ページ数 495 p.
  • 言語 ENG,ENG
  • 商品コード 9780495109372
  • DDC分類 516

Full Description


Easy-to-understand, ESSENTIALS OF TRIGONOMETRY starts with the right angle definition, and applications involving the solution of right triangles to help you investigate and understand the trigonometric functions, their graphs, their relationships to one another, and ways in which they can be used in a variety of real-world applications. The book is not dependent upon a graphing calculator.

Table of Contents

Chapter 1 Right-Triangle Trigonometry              1  (54)
1.1 Angles and Degree Measure 2 (9)
1.2 Similar Triangles 11 (10)
1.3 Trigonometric Ratios 21 (10)
1.4 Right-Triangle Applications 31 (9)
1.5 Angles and Arc Length 40 (9)
1.6 Chapter 1 Summary and Review 49 (6)
Chapter 2 Trigonometric Functions 55 (50)
2.1 Radian Measure 55 (15)
2.2 Trigonometric Functions on a Unit Circle 70 (9)
2.3 Fundamental Identities 79 (8)
2.4 Trigonometric Functions of Any Angle 87 (11)
2.5 Chapter 2 Summary and Review 98 (7)
Chapter 3 Graphs Of Trigonometric Functions 105(84)
3.1 Graphs of the Standard Trigonometric 106(16)
Functions
3.2 General Cosine, Sine, and Tangent Curves 122(19)
3.3 Trigonometric Graphs 141(16)
3.4 Inverse Trigonometric Functions 157(17)
3.5 Chapter 3 Summary and Review 174(9)
Midterm Review Problems for Chapters 1-3 183(6)
Chapter 4 Trigonometric Equations And Identities 189(66)
4.1 Trigonometric Equations 190(13)
4.2 Trigonometric Identities 203(11)
4.3 Addition Laws 214(12)
4.4 Double-Angle and Half-Angle Identities 226(11)
4.5 Product and Sum Identities 237(8)
4.6 Chapter 4 Summary and Review 245(10)
Chapter 5 Oblique Triangles And Vectors 255(70)
5.1 Law of Cosines 256(11)
5.2 Law of Sines 267(11)
5.3 Areas and Volumes 278(10)
5.4 Vector Triangles 288(15)
5.5 Vector Operations 303(12)
5.6 Chapter 5 Summary and Review 315(10)
Chapter 6 Complex Numbers And Polar-Form 325(58)
Graphing
6.1 The Imaginary Unit and Complex Numbers 326(8)
6.2 De Moivre's Theorem 334(11)
6.3 Polar Coordinates 345(10)
6.4 Graphing in Polar Coordinates 355(15)
6.5 Chapter 6 Summary and Review 370(9)
Midterm Review Problems for Chapters 4-6 379(4)
Appendices 383
A Calculators 383(9)
B Accuracy and Rounding 392(4)
C Review of Algebra 396(14)
D Review of Geometry 410(8)
E Sets of Numbers and Graphs 418(16)
F Functions 434(11)
G Answers 445