Formula for sin α cos β
Chapter 1
1.1 Pure Imaginary Unit i
1.2 Complex Number (x, y)
1.3 Operations on Complex Numbers
1.4 Trigonometric Form
1.5 Roots of Complex Numbers
cos and sin -π/8
3π/8
7π/8
11π/8
Chapter 2
Mathematical Induction
Chapter 3
3.1 Coordinates of a Point in Space
3.2 Lines
3.3 Parallel, Skew and Perpendicular Lines
3.4 Planes
3.5 Spheres
Chapter 4
4.1 Vectors in Three Dimensions
4.2 Angle between two Vectors and Scalar Product
4.3 Area of a Parallelogram and vector Product
4.4 Lines and Planes in Space
Chapter 5
5.1 Counting Principles
5.2 Permutations
5.3 Combinations
5.4 Techniques for Some Counting Problems
Chapter 6
6.1,2 Circles
6.2,3 The Parabola
Translation of Axes
6.4 Rotation of Axes
Chapter 7
7.1 Graphs of Sine Functions
7.2 Graphs of Cosine Functions
7.3 Graphs of Other Trigonometric Functions
7.4 Inverse Trigonometric Functions
7.5 Differentiation of Trigonometric Functions
Chapter 8
8.1 Logarithmic Functions
8.2 Differentiation of Logarithmic Functions
8.3 Exponential Functions
8.4 Differentiation of Exponential Functions
Chapter 9
9.1 Tangent Line and Normal Line
9.2 Maximum and Minimum
Chapter 10
10 Method of Integration
10.2 Substituting Method