Calculus I (MATH*1200)
Code and section: MATH*1200*01
Term: Fall
Details
This is a theoretical course intended primarily for students who expect to pursue further studies in mathematics and its applications. Topics include inequalities and absolute value; compound angle formulas for trigonometric functions; limits and continuity using rigorous definitions; the derivative and derivative formulas (including derivatives of trigonometric, exponential and logarithmic functions); Fermat's theorem; Rolle's theorem; the mean-value theorem; applications of the derivative; Riemann sums; the definite integral; the fundamental theorem of calculus; applications of the definite integral; the mean value theorem for integrals.
Syllabus
| Attachment | Size |
|---|---|
 Course Outline (Fall 2015) | 438.73 KB |
| Course Outline (Fall 2016) | 452.65 KB |
| Course Outline (Fall 2017) | 640.72 KB |
| Course Outline (Fall 2018) | 548.41 KB |
| Course Outline (Fall 2019) | 858.43 KB |
| Course Outline (Fall 2020) | 422.02 KB |
| Course Outline (Fall 2021) | 975.43 KB |
| Course Outline (Fall 2022) | 544.69 KB |
| Course Outline (Fall 2023) | 513.91 KB |