SC/MATH 3903 (0.00)

Mathematic and Statistics Internship Work Term

Description

Qualified Honours or Specialized Honours students gain relevant work experience as an integrated complement to their academic studies, reflected in requirements of a learning agreement and work term report. Students are required to register in this course for each four-month work term, with the maximum number of work term courses being four (16 months). Registered students are assigned a Faculty Supervisor/Committee and are expected to work at least 480 hours. Prerequisites: (1) Applied Mathematics, Pure Mathematics, Actuarial Science and Mathematics for Education students have a cumulative GPA and an average Math GPA of at least 6.0, and that Statistics students have a cumulative GPA and an average Math GPA of at least 6.5(2) Applied Mathematics students have successfully completed SC/MATH 3241 3.00, SC/MATH 3271 3.00 and at least one of one SC/MATH 3242 3.00, SC/MATH 3260 3.00, SC/MATH 3171 3.00 and SC/MATH 3172 3.00; Pure Mathematics students have successfully completed at least two of SC/MATH 3001 3.00, SC/MATH 3010 3.00 and SC/MATH 3021 3.00; that Statistics students have successfully completed SC/MATH 3131 3.00, SC/MATH 3330 3.00, SC/MATH 3132 3.00, SC/MATH 3430 3.00; that Actuarial Science students have successfully completed SC/MATH 2280 3.00, SC/MATH 2281 3.00, SC/MATH 2131 3.00 and passed at least one professional exam; that Mathematics for Education students have successfully completed SC/MATH 3052 3.00; (3) students are enrolled full-time in the Honours or Specialized Honours program; (4) students have not been absent for more than two consecutive years as a full-time student from their Honours or Specialized Honours degree studies; (5) upon enrolling in their course students have a minimum of nine credits remaining toward their degree and need to return as a full-time student for at least one academic term to complete their degree after completion of their final work term. Note: This is a pass/fail course and enrollment is by permission only.

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