Description

The course emphasizes in understanding of basic concepts of calculus including functions and models, limits, derivative, integral, and its application. These basic concepts interpret model and function geometrically and physically, and apply solutions for solving some real problems. The concept of limit is central to many problems in the physical, engineering, and social sciences. This concept give knowledge about what happens to the function when the domain gets close to some constant. There are variations on this theme, but the basic idea is the same in many circumstances. The derivative is a powerful tool for solving problem involves maximizing or minimizing a function over a specified set. At the end, the basic concept of integral applied for some problem that can be interpreted as an area, volume, and further applications to physics, engineering, economics and biology. This course will become the foundation of advanced mathematics courses, computer science courses, and engineering courses.

Topics

  1. Functions and Models
  2. Limits and Derivatives
  3. Differentiation Rules
  4. Applications of Differentiation
  5. Integrals
  6. Applications of Integration
  7. Techniques of Integration
  8. Further Applications of Integration

 Textbooks and Other Resources

Stewart, J., Clegg, D., and Watson, S. (2021). Calculus Early Transcendentals. USA: Cengage Learning.

Projects

These videos are created by Business Engineering students Binusian 2028

[Last updated 04 Maret 2025 by Benedictus Rahardjo, Ph.D.]