1. Function limits §1. Limit of function 7 §2. Limiting Properties of Functions 12 §3. Determination of undetermined coefficient 23 Exercise 1 26 2. Continuation of functions §1. Continuous function 28 §2. Maximum/minimum theorem and inter-value theorem 37 Exercise 2 40 3. Differentiation of functions §1. Differential continuous function 42 §2. Derivative 52 §3. Differential Method 55 Exercise 3 63 4. Tangent and Differentiation of Curves §1. The geometric meaning of differential coefficients 65 §2. Tangent Equation 68 §3. Mean Value Theorem 75 Exercise 4 79 5. Maximum/minimum and differential §1. Increase and decrease function 81 §2. Maximum and minimum functions 85 Exercise 5 99 6. Maximum/minimum and derivative §1. Function max and min 102 §2. Maximum and minimum conjugation 106 Exercise 6 110 7. Equations·Inequalities and Differentiation §1. Equations and Differentiation 112 §2. Inequality and Differentiation 119 Exercise 7 122 8. Velocity·Acceleration and Differentiation §1. Speed, acceleration and differentiation 123 §2. Instantaneous rate of change of a function with respect to time 128 Exercise 8 132 9. Negative integral §1. Definition of negative integral 133 §2. Calculation of Negative Integral 136 Exercise 9 142 10. Static §1. Definition of Definiteness 143 §2. Calculation of a static fountain 151 Exercise 10 161 11. Functions defined as static §1. Functions Defined as Definite 164 Exercise 11 174 12. Area and integral §1. Area between curve and axes 175 §2. Area between two curves 184 Exercise 12 192 13. Speed·Distance and Integration §1. Speed ​​and Distance 195 Exercise 13 202