Type of Credit: Required
Credit(s)
Number of Students
This Calculus I course covers differentiation techniques and their applications in economics and other disciplines
能力項目說明
This course enables students to apply differentiation techniques to a variety of fields, including economics, public finance, and statistics.
|
Week |
Subject |
Reading |
HWK/ Hours |
|
1 (9/4) |
Basic Math Review |
Larson 1.1-1.3 |
HWK1/ 7hours |
|
2 (9/11) |
Function, Limit, Continuity |
Larson 1.4-1.6 |
HWK1/7 hours |
|
3 (9/18) |
Differentiation |
Larson 2.1-2.4 |
HWK2/7 hours |
|
4 (9/25) |
Chain Rule & Higher-Order Derivatives |
Larson 2.5-2.6 |
HWK2/ 7hours |
|
5 (10/2) |
1st quiz |
|
|
|
6 (10/9) |
Implicit Differentiation & Related Rates |
Larson 2.7-2.8 |
Hwk 3/ 7 hours |
|
7 (10/16) |
Applications of Derivative |
Larson 3.1-3.5 |
HWK3/ 7hours |
|
8 (10/23) |
Midterm |
|
|
|
9 (10/30) |
Asymptotes and Differentials |
Larson 3.6-3.8 |
HWK4/ 7hours |
|
10 (11/6) |
Exponential and Logarithmic functions |
Larson 4.1-4.5 |
HWK4/ 7hours |
|
11 (11/13) |
Functions of Several Variables |
Larson 7.1-7.3 |
HWK5/ 7hours |
|
12 (11/20) |
Partial Derivatives |
Larson 7.4 |
HWK5/ 7hours |
|
13 (11/27) |
Extrema of Function of Several Variables |
Larson 7.5 |
HWK5/ 7hours |
|
14 (12/4) |
Lagrange Multiplier |
Larson 7.6-7.7 |
|
|
15 (12/11) |
Final Examination |
|
|
|
16 (12/18) |
Video Presentation Submission |
|
|
Midterm Exam 30%
Final Exam 30%
Quiz 10%
Video Presentation 15%
Homework 5%
Participation and Discussion 10%
TA session and In-Class (Bomus) 3%
本課程無涉及AI使用
Larson, Calculus: An Applied Approach, 10th edition,華泰文化