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Mathematics Preface 3 CHAPTER i Measurement of Angles by Degrees or Grades 7 CHAPTER ii Circular Measure of an Angle 11 CHAPTER iii Trigonometrical Ratios 13 CHAPTER iv Application of Algebraical Signs 17 CHAPTER v Angles with Given Trigonometrical Ratios 21 CHAPTER vi Trigonometrical Ratios of Two Angles 23 CHAPTER vii Formulae for the Division of Angles 33 CHAPTER viii Miscellaneous Propositions 41 CHAPTER ix Construction of Trigonometrical Tables 59 CHAPTER x Logarithms and Logarithmic Series. 69 CHAPTER xi Use of Logarithmic And Trigonometrical Tables. 81 CHAPTER xii Theory of Proportional Parts 89 CHAPTER xiii Relations between the Sides of a Triangle and the Trigonometrical Functions of the Angles 105 CHAPTER xiv Solution of triangles 119 CHAPTER xv Measurement of Heights and Distances 129 CHAPTER xvi Properties of Triangles 143 CHAPTER xvii Use of Subsidiary Angles in solving Equations and in adapting Formulae to Logarithmic Computation 163 CHAPTER xviii Inverse Trigonometrical Functions 171 CHAPTER xix De Moivre's Theorem 183 CHAPTER xx Expansions of Some Trigonometrical Functions 189 CHAPTER xxi Exponential Values of the Cosine and Sine 195 CHAPTER x

Author

Neeru Singh

Language

EN