| ISBN | 出版时间 | 包装 | 开本 | 页数 | 字数 |
|---|---|---|---|---|---|
| 未知 | 暂无 | 暂无 | 未知 | 0 | 暂无 |
Introduction / 1
Algebra / 1
1.1 Operations with numbers / 1
1.2 Sequences and series / 3
1.3 Binomial expansion / 10
1.4 Complex number / 11
Module one exercises / 14
2. Functions and equations / 16
2.1 Evaluation and determination / 16
2.2 Discussion of the properties of a function by its graph / 25
2.3 Solving the equations and inequalities by graphing / 40
2.4 Sketching the special functions / 59
2.5 Transforming the functions / 86
2.6 Other forms of the functions or relations / 89
Module two exercises / 96
3. Trigonometry and geometry / 99
3.1 Solutions of triangles and circles / 99
3.2 Trigonometric functions and equations / 109
3.3 Points and vectors / 133
3.4 Angles，areas and distances / 139
3.5 Lines and planes / 142
3.6 Intersections and matrices / 146
Module three exercises / 155
Probabilities and statistics / 160
4.1 Statistics / 160
4.2 Regression / 163
4.3 Probability distributions / 167
4.4 Conf idence intervals for means / 174
4.5 Hypothesis test / 177
4.6 The chi-squared distribution / 181
Module four exercises / 185
Calculus / 190
5.1 Equation of the tangent or the normal / 190
5.2 Local extrema and point of inf lection(inf lexion) / 201
5.3 Def inite integral / 206
5.4 Area of the region enclosed / 211
5.5 Volume of revolution about the x-axis or y-axis / 216
5.6 Kinematics / 220
5.7 Related rate of change / 226
5.8 Limits and continuity / 227
5.9 Differential equations / 235
Module f ive exercises / 239
Answers / 243
