This course is designed to provide students with a fundamental knowledge of integral calculus. Topics include antidifferentiation; the definite integral; the fundamental theorem of calculus, areas and volumes; integration techniques; improper integrals; applications of the integral; slope fields; numerical approximations; linear differential equations and applications; polynomial approximations; Taylor series, power series and calculus with parametric curves and polar coordinates.
Prerequisites
MATH 1100 with a minimum 'C-' grade, or equivalent.
Course type
This course is offered as part of a VCC program and cannot be taken individually.
International students: Eligibility is determined at the program level. Visit the program page for international student requirements and application information.
- The Integral: elementary area computations; Riemann sums and the integral; evaluation of integrals; the Fundamental Theorem of Calculus; integration by substitution; areas of plane regions; numerical integration
- Applications of the Integral: Riemann sum approximations; volumes by cross sections; volumes by cylindrical shells; arc length and surface area of revolution; force and work; average value of a function, centroids of plane regions and curves; hydrostatic pressure and force
- Techniques of Integration: integral tables and simple substitutions; integration by parts; trigonometric integrals; rational functions and partial fractions; trigonometric substitution; improper integrals
- Differential Equations: separable equations and applications; linear equations and applications
- Sequences and Series: infinite sequences; infinite series and convergence; the integral test; comparison tests for positive-term series; alternating series and absolute convergence; Taylor series and Taylor polynomials; radius and interval of convergence of power series; power series applications
Math 1200 Challenge Exam with a C (not accepted for the UT Engineering Certificate or the UT Computer Science and Software Systems Certificate).
Course schedules
Select your program to see the available course schedules.
| CRN# | Duration | Delivery | Location | ||
|---|---|---|---|---|---|
| 71479 |
September 8, 2026 to December 17, 2026 |
Online Lecture |
Varies | See full schedule |
Online courses listed without scheduled meeting times can be completed on your own schedule. All self-paced courses have on-campus tests. Off-site certified invigilation centres may be used at the student's expense.
| CRN# | Duration | Delivery | Location | ||
|---|---|---|---|---|---|
| 40908 |
January 6, 2027 to April 23, 2027 |
Online Lecture |
Varies | See full schedule | Register |
| 40909 |
January 6, 2027 to April 23, 2027 |
Lecture Online |
Varies | See full schedule | Register |
Online courses listed without scheduled meeting times can be completed on your own schedule. All self-paced courses have on-campus tests. Off-site certified invigilation centres may be used at the student's expense.
How to take this course
This course is offered as part of a VCC program only.
Contact us
If you have any questions, please email at [email protected].
† This information is intended as a guideline only. Program and course details are subject to change with the approval of VCC's Board of Governors.