Course Overview
This course covers the following topics: functions and graphs; limits and continuity, the Intermediate Value Theorem; differentiation rules for algebraic, trigonometric, logarithmic and exponential functions and inverse trigonometric functions; applications of differentiation; Newton’s method; analytic geometry; anti-differentiation. Applications to the mining industry will be utilized. Problem-solving skills and solution presentation will be emphasized.
Prerequisite(s)
Credits
5.0
- Not offered this term
- This course is not offered this term. Notify me to receive email notifications when the course opens for registration next term.
Learning Outcomes
Upon successful completion of this course, the student will be able to:
- Use limits to analyze the continuity of a function and its derivative.[1]
- Discuss the underlying concepts behind derivatives.[1]
- Work with polynomials, logarithmic, exponential and trigonometric functions.[1]
- Employ a variety of techniques to find derivatives of functions.[1]
- Apply the derivative to solve problems involving related rates, optimization, curve sketching and rectilinear motion.[1, 2]
- Use a computer algebra system to find derivatives and to plot functions. [1, 5]
- Apply calculus to a variety of mining related and other physical problems. [1, 2]
Effective as of Winter 2026
Related Programs
Calculus 1 for Mining (MATH 2502) is offered as a part of the following programs:
- Indicates programs accepting international students.
- Indicates programs eligible for students to apply for Post-graduation Work Permit (PGWP).
School of Construction and the Environment
- Mineral Exploration and Mining Technology
Diploma Full-time
- Mining and Mineral Resource Engineering
Bachelor of Engineering Full-time
Programs and courses are subject to change without notice. Find out more about BCIT course cancellations.