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The expert team of Charles P. McKeague and Mark D. Turner join forces to bring college and university students a strong introductory resource in their textbook simply titled Trigonometry, ISBN 9780495108351. This book presents the foundational concepts of trigonometry as well as how those principles apply to real life situations. Various effective...
The expert team of Charles P. McKeague and Mark D. Turner join forces to bring college and university students a strong introductory resource in their textbook simply titled Trigonometry, ISBN 9780495108351. This book presents the foundational concepts of trigonometry as well as how those principles apply to real life situations. Various effective features are boasted in this text including the presentation of modern concepts within concise, easy-to-follow sections as well as thorough examples and intriguing applications. Also included are visually appealing graphics which depict various instances of trigonometry in action and one-of-a-kind historical vignettes which provide readers with an interesting look at how many of the fundamental ideas of trigonometry were birthed. The leading expert on this team of writers is that of Charles P. McKeague. Receiving his B.A. in Mathematics from California State University, Northridge, and his M.S. in Mathematics from Brigham Young University, he currently serves as a full-time writer and a part-time instructor at Cuesta College. McKeague has published twelve textbooks in mathematics covering a range of topics from basic mathematics to trigonometry. Charles P. McKeague and Mark D. Turner strategically organize the concepts of Trigonometry across eight all-inclusive chapters. Chapter 1 begins this book with an introductory look at 'The Six Trigonometric Functions' followed by chapter 2 presenting information on 'Right Angle Trigonometry.' Chapter 3 delves into applications of 'Radian Measure' while chapter 4 takes a look at 'Graphing and Inverse Functions.' Concepts surrounding 'Identities and Formulas' are discussed in chapter 5 followed by 'Equations' investigated in chapter 6. Chapter 7 takes a look at 'Triangles' with the book concluding in chapter 8 devoted to concepts surrounding 'Complex Numbers and Polar Coordinates.'
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