通過條件成 績 ：60 分
-
2011.09.14 緒論
-
2011.09.19 Chapter 1
-
2011.09.21 2011.09.21 CH1.1 Functions and Their Graphs.
-
2011.09.26 2011.09.26 CH1.1 Functions and Their Graphs.
-
2011.09.28 2011.09.28 Chapter 1.2 &函數,反函數,合成函數
-
2011.10.03 1.3 Trigonometric Functions.&2-1 Rates of Change and Tangents to Curves.
-
2011.10.05 2.5 Continuity
-
2011.10.05 助教課 1-1習題
-
2011.10.12 2.5 Continuity
-
2011.10.17 2.1 Rates of Change and Tangents to Curves.~ 2.5 Continuity.
-
2011.10.19 P.61 & 2.6 Limits Involving Infinity;Asymptotes of Graphs.
-
2011.10.24 3.5 Derivatives of Trigonometric Functions.
-
2011.10.26 3.3 Differentiation Rules.
-
2011.11.02 Chapter 3.6 The Chain Rule
-
2011.11.07 3.9 Linearization and Differentiation.
-
2011.11.09 4.1 Extreme Values of Function.~ 4.2 The Mean Value Theorem.
-
2011.11.14 4.7 Antiderivatives & P.240 Exercises 7,11,17
-
2011.11.16 5.1 Area and Estimating with Finite Sums.~ 5.2 Sigma Notation and Limits of Finite Sums.
-
2011.11.21 Chapter 5 黎曼積分
-
2011.11.23 5.2 Sigma notation and limits of finite sums.~ 5.3 The definite integral.
-
2011.11.28 Chapter 5
-
2011.11.30 5.5 Indefinite Integrals and the Substitution Method.
-
2011.12.05 6.1 Volumes using cross-sections.~ 6.2 Volumes using cylindrical shells.
-
2011.12.07 6.3 Arc length.~ 6.4 Areas of surfaces of revolution.
-
2011.12.12 6.5 Work and fluid forces.~ 6.6 Moments and centers of mass.
-
2011.12.14 6.6 Moments and centers of mass.
-
2011.12.19 7.1 Inverse functions and their derivatives.
-
2011.12.21 7.2 Natural logarithms.
-
2011.12.26 7.3 Exponential functions.
-
2011.12.28 7.3 Exponential functions.
-
2012.01.02 總複習
- 課程介紹
- 課程安排
- 評論
