Description
Vector fields, parametric curves and surfaces, line integrals and Green's theorem, surface integrals, Stokes' theorem and divergence theorem. Real number axioms, limit superior and inferior, completeness. Topology of n-dimensional Euclidean space. Sequences, subsequences, compactness.
Prerequisites
- Prerequisite(s): MATH 2001 with a grade of C- or higher; or permission of the School.
Conditions and arrangements
- Precludes additional credit for Precludes additional credit for BIT 2005 (no longer offered), MATH 2000 (no longer offered), MATH 2004 , MATH 2008 , and MATH 3009 .
- Prerequisite(s): MATH 2001 with a grade of C- or higher; or permission of the School.
- Lectures three hours a week, tutorial one and a half hours a week.
Reference text in its original language
Vector fields, parametric curves and surfaces, line integrals and Green's theorem, surface integrals, Stokes' theorem and divergence theorem. Real number axioms, limit superior and inferior, completeness. Topology of n-dimensional Euclidean space. Sequences, subsequences, compactness.
- Prerequisite(s): MATH 2001 with a grade of C- or higher; or permission of the School.
- Precludes additional credit for Precludes additional credit for BIT 2005 (no longer offered), MATH 2000 (no longer offered), MATH 2004 , MATH 2008 , and MATH 3009 .
- Lectures three hours a week, tutorial one and a half hours a week.
Sources and references
Dates and sources are retained to help you verify the information. Translations are provided to facilitate reading; the official source governs conditions and requirements.
Source reference : https://calendar.carleton.ca/undergrad/courses/MATH/