Syllabus(I)_ Calculus(I)
Calculus for Freshman (I)
Fall Semester
Required Course for
Freshman@CSU, Taiwan
Credits/hours : 3/3
CHAPTER 1 LIMITS OF FUNCTIONS
函數的極限
14 無窮極限 __2/2、
CHAPTER 2 DERIVATIVES
22 The Rule of Differentiation
23 Chain Rule and Implicit Differentiation
24 Derivatives of Exponential and Logarithmic F
25 Derivatives of Trigonometric Functions
26 Derivatives of Inverse Trigonometric F
27 Numerical Approximate –Differentials
CHAPTER 3 APPLICATIONS OF DERIVATIVES
31 The Mean Value Theorem and its Applications (*)
32 Increasing and Decreasing Functions
35 Concavity and Points of Inflection
Textbook:Calculus(I) Publishing By
Ann Austin Bill Daniel Frank Gary
Related : Calculus Digital Learning
正修科技大學日間部工學院微積分
Syllabus(I)
22 The Rule of Differentiation
22 The Rule of Differentiation
23 Chain Rule and Implicit Differentiation
23 Chain Rule and Implicit Differentiation
24 Derivatives of Exponential and
Logarithmic Functions
微分運算能力會考範圍:
11、12、14、21、22、23、24
Midterm
期中考題討論 PBL_實作週1
Word方程式編輯器PI
依據106年推動PBL問題解決為導向學習及創新教學實施計畫20171109
(High School Math)複習_高中職三角函數
25 Derivatives of Trigonometric Functions
25 Derivatives of Trigonometric Functions
26 Derivatives of Inverse Trigonometric Functions
26 Derivatives of Inverse Trigonometric Functions
27 Numerical Approximate –Differentials(*)
32 Increasing and Decreasing Functions
35 Concavity and Points of Inflection(*)
微分應用能力會考
Syllabus(I)_ Calculus
2010~2020
Calculus for Freshman (I)
Fall Semester Required Course for
Freshman@CSU, Taiwan
Credits/hours : 3/3
CHAPTER 1 LIMITS OF FUNCTIONS
Section 1-4 A Limit at Infinity and Infinite Limit
CHAPTER 2 DERIVATIVE
Section 2-1 Definition of Derivative
Section 2-2 The Rule of Differentiation
Section 2-3 Chain Rule and Implicit Differentiation
Section 2-4 Derivatives of Exponential and Logarithmic F
Section 2-5 Numerical Approximate –Differentials
Section 2-6 Derivatives of Trigonometric Functions
Section 2-7 Derivatives of Inverse Trigonometric F
CHAPTER 3 APPLICATIONS OF DERIVATIVES
Section 3-1 The Mean Value Theorem and its Applications
Section 3-2 Increasing and Decreasing Functions
Section 3-3 Maximum and Minimum Values
Section 3-4 The Max -Min Problems
Section 3-5 Concavity and Points of Inflection
Section 3-6 Asymptotes
Section 3-10 Applications In Marginal Analysis
Section 3-11 Elasticity