Advanced Trigonometry

Description

This volume will provide a welcome resource for teachers seeking an undergraduate text on advanced trigonometry, when few are readily available. Ideal for self-study, this text offers a clear, logical presentation of topics and an extensive selection of problems with answers. Contents include the properties of the triangle and the quadrilateral; equations, sub-multiple angles, and inverse functions; hyperbolic, logarithmic, and exponential functions; and expansions in power-series. Further topics encompass the special hyperbolic functions; projection and finite series; complex numbers; de Moivre's theorem and its applications; one- and many-valued functions of a complex variable; and roots of equations. 1930 edition. 79 figures. Front Copyright Preface Contents Chapter 1: Properties of the Triangle Chapter 2: Properties of the Quadrilateral Chapter 3: Equations and Sub-multiple Angles Chapter 4: Hyperbolic, Logarithmic, and Exponential Functions Chapter 5: Expansions in Series Chapter 6: The Special Hyperbolic Functions Chapter 7: Projection and Finite Series Chapter 8: Complex Numbers Chapter 9: De Moivre's Theorem and Applications Chapter 10: One-valued Functions of a Complex Variable Chapter 11: Roots of Equations Chapter 12: Factors Chapter 13: Many-valued Functions of a Complex Variable Chapter 14: Miscellaneous Relations Miscellaneous Examples on Chapters 1 to 14 Answers Index Explanation of Symbols Back