| 週次 |
授課內容 |
| 第1週 |
本進度將因國定假日及學生程度而有所調整。#沒有提供上課講義,修課同學可視自己上課需求,自行購買上課用書#
The Limit of a Function ; Calculating Limits Using the Limit Laws |
| 第2週 |
Continuity; Derivatives and Rates of Change |
| 第3週 |
The Derivatives as a Function ; Differentiation Formulas |
| 第4週 |
Derivatives of Trigonometric Functions; The Chain Rule |
| 第5週 |
Implicit Differentiation ; Linear Approximations and Differentials |
| 第6週 |
Linear Approximations and Differentials ; Quiz1 |
| 第7週 |
Maximum and Minimum Values; The Mean Value Theorem |
| 第8週 |
What Derivatives Tell Us about the Shape of a Graph; Limits at Infinity; Horizontal Asymptotesum and Minimum Values ; The Mean Value Theorem |
| 第9週 |
Antiderivatives; The Definite Integral |
| 第10週 |
Evaluating Definite Integrals; The Fundamental Theorem of Calculus
|
| 第11週 |
The Fundamental Theorem of Calculus ;Indefinite Integral and the Net Change Theorem
|
| 第12週 |
Indefinite Integral and the Net Change Theorem ; Quiz2 |
| 第13週 |
The Substitution Rule; Areas Between Curve |
| 第14週 |
Areas Between Curve; Volumes |
| 第15週 |
Inverse Functions and Their Derivatives; 6.2*The Natural Logarithmic Function; 6.3*The Natural Exponential Function |
| 第16週 |
Quiz3 |
自主學習
內容 |
05.參與本校各單位舉辦之各類工作坊活動
|