「微積分2」上課時間為第九週至第十六週。
這是一門半學期的課程，主要介紹單變數函數的積分運算，和積分在各領域豐富的應用。內容涵蓋積分的定義，微積分基本定理，積分技巧，求面積體積，和初步的微分方程等。課堂上將講解定義並推導重要定理，以培養學生邏輯推理與分析能力；同時會示範微積分在各領域的應用，幫助學生將微積分與其他專業科目結合。本課程還設有習題課，學生將在助教的帶領下熟練微積分的計算並完成學習單。

Integration on functions of a single variable together with its profound applications in various subject areas are introduced in this half-semester course. Especially, this course includes the definition of integrals, the Fundamental Theorem of Calculus, techniques of integration, finding areas and volumes, solving elementary differential equations and more.
Definitions are discussed and the most important theorems are derived in the lectures with a view to help students to develop their abilities in logical deduction and analysis. Practical applications of Calculus in various fields are illustrated in order to promote a more organic interaction between the theory of Calculus and students' own fields of study. This course also provides discussion sessions in which students are able to make their skills in handling calculations in Calculus more proficient and complete small projects under the guidance of our teaching assistants.

預計課程規劃:
Week 9 - Integral 1 : Definition and FTC
Week 10 - Integral 2 : Substitution Rule and Area
Week 11 - Integral 3 : Integration by Parts and Trigonometric Integrals
Week 12 - Integral 4 : Trigonometric Substitution and Partial Fractions method
Week 13 - Improper Integrals and Modeling with Differential Equations
Week 14 - ODE : Separable Equations and Linear Equations
Week 15 - Reviews
Week 16 - Power Series, Taylor and Maclaurin Series

上課方式: 講義+板書