- International Fees
International fees are typically three times the amount of domestic fees. Exact cost will be calculated upon completion of registration.
Course details
Introduces calculus and its technical applications involving the differentiation and integration of algebraic, trigonometric, logarithmic and exponential functions. Emphasizes the application of calculus in solving engineering technology problems. This course is NOT equivalent to first year university Calculus courses.
Prerequisite(s)
- Any BCIT Technical Math course.
Credits
6.0
Domestic fees
$838.53
Course offerings
Spring/Summer 2024
Below are two offerings of MATH 2011 for the Spring/Summer 2024 term.
CRN 64480
Duration
Thu Jun 06 - Thu Aug 15 (11 weeks)
- 11 weeks
- CRN 64480
- Domestic fees $838.53International fees are typically three times the amount of domestic fees.
Class meeting times
Dates | Days | Times | Locations |
---|---|---|---|
Jun 06 - Aug 15 | Tue, Thu | 18:00 - 21:30 | Burnaby SW01 Rm. 2590 |
Instructor
Simin Sadat Chavoshi Jolfaee
Course outline
Course outline TBD — see Learning Outcomes in the interim.
Domestic fees
$838.53
Important information
- International fees are typically three times the amount of domestic fees. Exact cost will be calculated upon completion of registration.
Status
CRN 61838
Duration
Mon Jun 10 - Tue Jul 16 (6 weeks)
- 6 weeks
- CRN 61838
- Domestic fees $838.53International fees are typically three times the amount of domestic fees.
Class meeting times
Dates | Days | Times | Locations |
---|---|---|---|
Jun 10 - Jul 16 | Mon, Tue, Wed, Thu | 13:00 - 16:30 | Burnaby SW01 Rm. 2010 |
Instructor
Kambiz Hajikolaei
Course outline
Course outline TBD — see Learning Outcomes in the interim.
Domestic fees
$838.53
Important information
- International fees are typically three times the amount of domestic fees. Exact cost will be calculated upon completion of registration.
-
**IMPORTANT INFORMATION** COURSE FORMAT COMBINES RECORDED LECTURES WITH IN-PERSON LECTURES. Students are expected to attend all sessions.
Status
Learning Outcomes
Upon successful completion, the student will be able to:
- Differentiate and integrate algebraic, trigonometric, logarithmic and exponential functions.
- Apply the concepts of differential calculus to the solution of problems in the engineering and health technologies.
Effective as of Fall 2003
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Programs and courses are subject to change without notice.