校際選修

115-1 選課時程

進行中

  • 初選第一階段 6/15/2026
  • 初選第二階段 6/22/2026
  • 校際選修 8/24/2026
  • 初選第三階段 8/31/2026
  • 開學後加退選 9/7/2026
  • 逾期加退選 9/21/2026
選課資源

微積分甲(一)

Calculus (I)

學期
110-1
學分
4 學分
當期課號
0319
永久課號
DAM1367
開課單位
微積分教學小組
授課教師
陳子軒
校區
光復
類別
必修
上課時間表
週二
週五
3
10:10–11:00
微積分甲(一)
SC110
2 節連堂
4
11:10–12:00
5
13:20–14:10
微積分甲(一)
SC110
2 節連堂
6
14:20–15:10

* 根據陽明交大上課時間表所列

概述

The purpose of this course is to introduce to our students the basic concepts of Differential Calculus and integral Calculus.

先修科目

高中數學

教學方式

Due to the spreading of the Covid 19, we will temporarily conduct the course lecture online. Starting from the week of September 20, I will prepare video-recordings of my own weekly lectures on the morning of Tuesday and the afternoon of Friday. The video-records will then be uploaded to the E-3 System of NYCU by the same day (or the next day if technical computer problem may arise). So, in summary, the recorded lectures will be provided via the E-3 system. During the time in which we are not able to meet in actual classroom, each student should check one's e-mail account frequently. Important updates about the course will be announced frequently during each typical week of the semester. Also, if the situation of the Covid 19 turns better, we may switch our teaching back to classroom meetings. This depends on the changing regulations of the society and the NYCU.

評分方式

Homework: 10% Mid-Term ONE: 30% Final Exam: 30% 微積分會考: 30% Please note that we expected to have all Exams to be conducted in classrooms on Campus of NYCU, though the course lectures will temporarily be conducted online. Also, the time schedules for all the three exams is listed as below: Mid-Term ONE at November 5, 2021 , Friday, 13:20-15:10 in actual classrooms. Final Exam at January 7, 2022, Friday, 13:20-15:10 in actual classrooms. 微積分會考時間訂於 2022 年 1 月 5 日(三)下午 15:30~17:30 Since we have to separate the class and assign students to several different classrooms during each of the three Exams, the actual classroom-arrangements will be announced later.

課程大綱
  • Functions and Models
  • Limits and Derivatives
  • Differentiation Rules
  • Applications of Differentiation
  • Integrals
  • Applications of Integration
  • Techniques of Integration
  • Further Applications of Integration
  • Parametric Equations and Polar Coordinates
教科書

Calculus (Early Transcendentals), James Stewart, 9th Edition