Trigonometric Functions of Compound Angles
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Trigonometric Functions of Compound Angles

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Compound Angle Formulae. Compound Angle Formulae. (A) Sum and Difference Formulae. . If we replace B by (-B) in formula of sin(A
Trigonometric Functions of Compound Angles

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1. Trigonometric Functions of Compound Angles

2. Compound Angle Formulae

3. Compound Angle Formulae (A) Sum and Difference Formulae

11. Exercise 7.1 P.235

14. Exercise 7.2 P.244

15. The Subsidiary Angles

16. The Subsidiary Angles The expression acos? + bsin? may always be converted into the forms rsin(? ?a) or rcos(? ??) where r is a positive constant. a and ? are called the subsidiary angles.

17. Exercise 7.3 P.251

18. Sums and Products of Trigonometric Functions

30. Exercise 7.4 P.257

31. Elimination of Angles

32. If we have two or more equations, each containing a certain variable, the process of finding an equation from which that variable is excluded is called elimination.

34. General Solutions of Trigonometric Equations

35. Inverse Trigonometric Functions

36. Inverse Trigonometric Functions

37. Inverse Trigonometric Functions

38. General Solutions

42. Exercise 7.5 P.267


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