讓學生瞭解微積分的基本原理、運算及應用。
微積分(上學期)
1.教導單變數微分之觀念、意義、技巧、應用與若干延伸。
2.教導單變數積分之觀念、意義、技巧、應用與若干延伸。

微積分(下學期)
1.教導極限、數列與級數等理論與應用。
2.教導多變數微分之觀念、意義、技巧、應用與若干延伸。
3.教導多變數積分之觀念、意義、技巧、應用與若干延伸。

Let students understand the basic principles, operations and applications of calculus.
Calculus (last semester)
1. Teach the concepts, meanings, techniques, applications and some extensions of single variable differentials.
2. Teach the concepts, meanings, techniques, applications and some extensions of single variable integrals.

Calculus (next semester)
1. Teach the theories and applications of limits, sequences and series.
2. Teach the concepts, meanings, techniques, applications and some extensions of multivariable differentials.
3. Teach the concepts, meanings, techniques, applications and some extensions of multivariable integrals.

微積分是討論 ”極限(Limit)” 這一觀念的數學。有兩種特定的極限定義，分別稱作微分(Differentiation)和積分(Integration)。本課程之內容即為極限、微分、和積分之觀念及應用。

Calculus is mathematics that discusses the concept of "limit". There are two specific definitions of limits, called differentiation and integration. The content of this course is the concepts and applications of limits, differentials, and integrals.

L. D. Hoffmann and G. L. Bradley, Calculus For Business, Economics and the Social and Life Sciences, Brief 11th Ed.

L. D. Hoffmann and G. L. Bradley, Calculus For Business, Economics and the Social and Life Sciences, Brief 11th Ed.