- International Fees
International fees are typically three times the amount of domestic fees. Exact cost will be calculated upon completion of registration.
Course details
An online course in elementary integral calculus. Topics include anti-differentiation of polynomial and transcendental functions, indefinite and definite integrals and first order differential equations. Applications cover areas, volumes, centroids and the trapezoid rule.
Prerequisite(s)
- Math 2001 or any post secondary Differential Calculus course.
Credits
3.0
Domestic fees
$580.07
Course offerings
Winter 2024
Below is one offering of MATH 2002 for the Winter 2024 term.
CRN 84203
Duration
Wed Jan 03 - Wed Apr 03 (14 weeks)
- 14 weeks
- CRN 84203
- Domestic fees $580.07International fees are typically three times the amount of domestic fees.
Class meeting times
Dates | Days | Times | Locations |
---|---|---|---|
Jan 03 - Feb 20 | N/A | N/A | Online |
Feb 21 | Wed | 17:30 - 20:00 | Burnaby SE12 Rm. 313 |
Feb 22 - Apr 02 | N/A | N/A | Online |
Apr 03 | Wed | 17:30 - 20:00 | Burnaby SE12 Rm. 313 |
Instructor
Takashi Nakamura
Course outline
Domestic fees
$580.07
Important information
- Departmental approval needed
- Important course information will be sent to you prior to your course start date. Check your myBCIT email account to access this information.
- International fees are typically three times the amount of domestic fees. Exact cost will be calculated upon completion of registration.
-
For late registration approval email Mathpts@bcit.ca and include your student ID. **For students who require both MATH 2001 and 2002 it is STRONGLY recommended to complete 2001 prior to 2002. IMPORTANT: 1. MIDTERM AND FINAL EXAMS ARE IN-PERSON AT THE BURNABY CAMPUS. 2. Internet delivery format. 3. Email Mathpts@bcit.ca and include your student number to request approval to register. Please note this course is intended mainly as part of a make-up for calculus courses in BCIT Engineering Programs, and therefore may not be appropriate as a mathematics requirement for other programs (e.g., a business program). This course is NOT equivalent to university Calculus 2 and can only be used for credit in BCIT programs.
Status
In Progress
This course offering is in progress. Please check this page for other currently available offerings, subscribe to receive email updates or contact us with your comments or questions.
Spring/Summer 2024
Below is one offering of MATH 2002 for the Spring/Summer 2024 term.
CRN 64707
Duration
Mon May 27 - Thu Aug 29 (14 weeks)
- 14 weeks
- CRN 64707
- Domestic fees $580.07International fees are typically three times the amount of domestic fees.
Class meeting times
Dates | Days | Times | Locations |
---|---|---|---|
May 27 - Jul 10 | N/A | N/A | Online |
Jul 11 | Thu | 17:30 - 20:00 | Burnaby SW01 Rm. 2004 |
Jul 12 - Aug 28 | N/A | 00:00 - 00:01 | Online |
Aug 29 | Thu | 17:30 - 20:00 | Burnaby SW01 Rm. 2004 |
Instructor
Takashi Nakamura
Course outline
Course outline TBD — see Learning Outcomes in the interim.
Domestic fees
$580.07
Important information
- Departmental approval needed
- Important course information will be sent to you prior to your course start date. Check your myBCIT email account to access this information.
- International fees are typically three times the amount of domestic fees. Exact cost will be calculated upon completion of registration.
-
For late registration approval email Mathpts@bcit.ca and include your student ID. **For students who require both MATH 2001 and 2002 it is STRONGLY recommended to complete 2001 prior to 2002. Please email Mathpts@bcit.ca to request approval to register IMPORTANT: In-person FINAL EXAM is on the last day of class – NO EXCEPTIONS. Please note this course is intended mainly as part of a make-up for calculus courses in BCIT Engineering Programs, and therefore may not be appropriate as a mathematics requirement for other programs (e.g., a business program). This course is NOT equivalent to university Calculus 2 and can only be used for credit in BCIT programs.
Status
Learning Outcomes
Upon successful completion, the student will be able to:
- Evaluate integrals involving polynomial and transcendental functions
- Choose appropriate techniques and apply them to finding and evaluating definite and indefinite integrals
- Use trapezoid rule to evaluate integrals
- Solve first-order differential equations
- Apply integration techniques to solve problems involving area, volumes and centroids
Effective as of Fall 2016
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Programs and courses are subject to change without notice.