| 課程簡述 |
Calculus is a science that studies the phenomena of change. Its primary content includes differentiation, integration, and computations and applications. Calculus is a branch of mathematics that explores the concept of limits, with two specific definitions: differentiation and integration. The course will cover the concepts of limits, differentiation, and integration, along with their applications. For students outside of science departments, learning calculus is not about becoming a mathematician but rather about utilizing it to support their studies in other professional fields, such as engineering or business management. For business majors, mastering calculus paves the way for further studies in probability theory, statistics, economics, managerial mathematics, compound interest mathematics, and investment and financial management. For engineering or agricultural majors, mastering calculus is essential for further studying in engineering mathematics, statistics, operational research, algorithms, and programming. This highlights the importance of learning calculus. In summary, calculus is a crucial computational science that can enhance your abilities in analytical reasoning and precise calculation—skills fundamental for building a solid foundation for pursuing more advanced knowledge.
Mathematics is the foundation of all sciences, and calculus is a cornerstone of analytical mathematics. Whether undergraduate or graduate students are majoring in science, engineering, business, agriculture, or medicine, mastering calculus is essential for advancing to higher-level courses. Moreover, in today's world, where every industry is globalized, in addition to having foreign language skills and information technology, individuals can train their logical reasoning skills by learning calculus. |