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Class Schedule Listing

 

Fall 2017
Nov 18, 2017
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Sections Found
Advanced Calculus for Engineers. - 3820 - MATH 264 - 002
Review of multiple integrals. Differential and integral calculus of vector fields including the theorems of Gauss, Green, and Stokes. Introduction to partial differential equations, separation of variables, Sturm-Liouville problems, and Fourier series.

(3-1-5)
Prerequisite: MATH 262 or MATH 151 or MATH 152 or equivalent.
Corequisite: MATH 263
Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 319 or MATH 375.

Associated Term: Fall 2017
Registration Dates: Apr 04, 2017 to Sep 19, 2017

Tutorial Schedule Type
0.000 Credits
View Catalog Entry

Scheduled Meeting Times
Time Days Where Date Range Schedule Type Instructors
11:35 AM - 12:25 PM W Wong Building 1020 Sep 05, 2017 - Dec 07, 2017 Tutorial TBA


Advanced Calculus for Engineers. - 3821 - MATH 264 - 003
Review of multiple integrals. Differential and integral calculus of vector fields including the theorems of Gauss, Green, and Stokes. Introduction to partial differential equations, separation of variables, Sturm-Liouville problems, and Fourier series.

(3-1-5)
Prerequisite: MATH 262 or MATH 151 or MATH 152 or equivalent.
Corequisite: MATH 263
Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 319 or MATH 375.

Associated Term: Fall 2017
Registration Dates: Apr 04, 2017 to Sep 19, 2017

Tutorial Schedule Type
0.000 Credits
View Catalog Entry

Scheduled Meeting Times
Time Days Where Date Range Schedule Type Instructors
8:35 AM - 9:25 AM M Macdonald Engineering Building 276 Sep 05, 2017 - Dec 07, 2017 Tutorial TBA
8:35 AM - 9:25 AM R Macdonald Engineering Building 276 Dec 07, 2017 - Dec 07, 2017 Tutorial TBA


Advanced Calculus for Engineers. - 3822 - MATH 264 - 004
Review of multiple integrals. Differential and integral calculus of vector fields including the theorems of Gauss, Green, and Stokes. Introduction to partial differential equations, separation of variables, Sturm-Liouville problems, and Fourier series.

(3-1-5)
Prerequisite: MATH 262 or MATH 151 or MATH 152 or equivalent.
Corequisite: MATH 263
Restrictions: Open only to students in the Faculty of Engineering. Not open to students who are taking or have taken MATH 319 or MATH 375.

Associated Term: Fall 2017
Registration Dates: Apr 04, 2017 to Sep 19, 2017

Tutorial Schedule Type
0.000 Credits
View Catalog Entry

Scheduled Meeting Times
Time Days Where Date Range Schedule Type Instructors
10:35 AM - 11:25 AM T Burnside Hall 1B36 Sep 05, 2017 - Dec 07, 2017 Tutorial TBA



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