|
Dec 25, 2024
|
|
|
|
Undergraduate Calendar 2016-2017 [-ARCHIVED CALENDAR-]
Honours Economics and Mathematics (B.A.)
|
|
Students who entered this program prior to 2007 may see an Academic Advisor in the Office of the Associate Dean for program requirements.
|
Notes
- Alternate admission: For students enrolled in a program beyond Level I, admission to Levels II, III and IV of Honours Economics programs requires an average of at least 5.0 in ECON 2G03 , 2GG3 , 2H03 and 2HH3 , in addition to the required Grade Point Average (GPA) as stated in the Minimum Requirement for Entering and Continuing in a Program Beyond Level I in the Faculty of Social Sciences Academic Regulations. Students enrolled in Levels II, III and IV cannot gain admission to Honours Economics programs by upgrading ECON 1B03 or 1BB3 .
- COMMERCE 2FA3 may be substituted for ECON 2I03 and COMMERCE 2QA3 may be substituted for ECON 2B03 .
- Students with prior credit in a statistic course recognised as an alternative to ECON 2B03 are exempt from this requirement. Those students can take ECON 3U03 only if they achieved a grade of at least B+ in an alternative statistics course. See ECON 3U03 in the Course Listings section of this Calendar for a list of recognised alternative statistics courses.
- Neither ECON 2B03 , 3WW3 nor 3U03 can be used to satisfy these required units.
- Neither STATS 2D03 nor 2MB3 can be used to satisfy these required units.
- Students must complete STATS 1L03 before taking ECON 3U03 .
Requirements
120 units total (Levels I to IV), of which 48 units may be Level I
30 units
from
- the Level I program completed prior to admission to the program.
(See Admission above.)
12 units
from Levels II, III, IV Economics with no more than six units from the following courses: 12 units
from
- Levels II, III, IV Mathematics, Statistics with no more than six units at Level II, and at least three units at Level IV (See Notes 4 and 5 above.)
12 units
- six units from ECON 2B03 , ECON 3U03
- six units from Levels III, IV Mathematics or Statistics
or
|
|
|