教學目標：
(一) 主要目標：使學生清楚的了解微積分的基本概念、法則及數學證明的要求，透過各種實例的介紹，讓學生能對微積分有更多的認識，以備學生研習管理及社會科學相關數理課程時能有充分而紮實的數量基礎。
(二) 次要目標：經由微積分的實做演算，培養學生應用微積分解決相關數學問題的能力及數學嚴密性的要求。
課程概述：(1) 函數之極限概念；(2) 函數之微分及其應用；(3) 指數與對數函數之微分及應用。
先修科目或先備能力：無

Course Objectives:

(1) Primary Objective:
To help students develop a clear understanding of the fundamental concepts, principles, and mathematical rigor of calculus, including the requirements of mathematical proofs. Through a variety of illustrative examples, students will gain a deeper understanding of calculus and establish a solid quantitative foundation for further study in management, the social sciences, and other mathematically related disciplines.

(2) Secondary Objective:
To develop students' ability to apply calculus to solve mathematical problems through practical exercises and computations, while fostering the precision and logical rigor required in mathematical reasoning.

Course Overview:
The concept of limits of functions.
Differentiation of functions and its applications.
Differentiation of exponential and logarithmic functions and their applications.

Required Background: None.