MATH-1634 Calculus I
School of Computing, Analytics, and Modeling
Dr. Perry College of Mathematics, Computing, and Sciences
Description
The first of a three-course sequence in calculus. Limits, applications of derivatives to problems in geometry and the sciences (physical and behavioral). Problems which lead to anti-derivatives.
Lecture Hours: 4.00 Lab Hours: 0Total Hours: 4.00
Semesters
| Course Title | Instructor | Campus | Section | Syllabus |
|---|---|---|---|---|
| Calculus I | William M Faucette, Ph.D. | Carrollton | 01 | external Syllabus via Concourse External Resource |
| Calculus I | Dave Robinson, Ph.D. | Carrollton | 02 | external Syllabus via Concourse External Resource |
| Calculus I | Kyunghee Moon, Ph.D. | Distance | E01 | external Syllabus via Concourse External Resource |
| Course Title | Instructor | Campus | Section | Syllabus |
|---|---|---|---|---|
| Calculus I | Kyunghee Moon, Ph.D. | Distance | E01 | external Syllabus via Concourse External Resource |
| Calculus I | Dave Robinson, Ph.D. | Distance | E02 | external Syllabus via Concourse External Resource |
| Course Title | Instructor | Campus | Section | Syllabus |
|---|---|---|---|---|
| Calculus I | Kwang Shin, Ph.D. | Carrollton | 01 | external Syllabus via Concourse External Resource |
| Calculus I | Kwang Shin, Ph.D. | Carrollton | 02 | external Syllabus via Concourse External Resource |
| Calculus I | Kyunghee Moon, Ph.D. | Newnan | 91 | external Syllabus via Concourse External Resource |
| Calculus I | William M Faucette, Ph.D. | Carrollton | 03 | external Syllabus via Concourse External Resource |