SC/MATH-3010 3.00:Vector-Integral-Calculus

Course Description:

Integrability of continuous functions over suitable domains, iterated integrals and Fubini’s theorem, counterexamples, change of variables, Jacobian determinants, polar and spherical coordinates, volumes, vector fields, divergence, curl, line and surface integrals, Green’s and Stokes’s theorems, differential forms, general Stokes’s theorem. Prerequisite: SC/MATH 2310 3.00; or SC/MATH 2015 3.00 and written permission of the mathematics undergraduate director (normally granted only to students proceeding in Honours programs in mathematics or in the Specialized Honours program in statistics). Prerequisite or corequisite: SC/MATH 2022 3.00 or SC/MATH 2222 3.00.

Language of Instruction:

English

Term F     Section A Please click here to see availability. Section Director: Francesca Scarabel Type Day Start Time Duration Location Cat # Instructor Notes/Additional Fees LECT 01 M 10:30 60 W 10:30 60 F 10:30 60 E93K01 Francesca Scarabel This course will be offered through remote/online delivery and can have synchronous sessions during the day and time noted.

Course Materials

https://data.mendeley.com/datasets/s455jhhswf/draft?a=cdebe693-0804-4d15-ac01-88d41c99a613