3 classes matched your search criteria.

Summer 2021  |  MATH 2263 Section 001: Multivariable Calculus (83049)

Instructor(s)
Class Component:
Lecture
Credits:
4 Credits
Grading Basis:
Student Option
Instructor Consent:
No Special Consent Required
Instruction Mode:
Completely Online
Class Attributes:
Online Course
Times and Locations:
Regular Academic Session
 
06/07/2021 - 07/30/2021
Mon, Tue, Wed, Thu, Fri 09:05AM - 11:00AM
Off Campus
UMN REMOTE
Enrollment Status:
Open (24 of 25 seats filled)
Also Offered:
Course Catalog Description:
Derivative as linear map. Differential/integral calculus of functions of several variables, including change of coordinates using Jacobians. Line/surface integrals. Gauss, Green, Stokes Theorems. prereq: [1272 or 1372 or 1572] w/grade of at least C-
Class Description:
Overview: Multivariable calculus: Curves in space, arc length and curvature, velocity and acceleration. Limits and continuity, partial differentiation, local extrema, exact differentials, chain rule, directional derivative and gradient, Lagrange multipliers, 2nd derivative test. Double integration, volume and other applications, polar coordinates, triple integration, cylindrical and spherical coordinates. Vector analysis: Vector fields, line integrals, path independence, Green's Theorem, surface integrals, Theorems of Gauss and Stokes. Audience: Part of the standard 2nd year calculus course for students outside of IT.
Textbooks:
https://bookstores.umn.edu/course-lookup/83049/1215
Instructor Supplied Information Last Updated:
4 September 2007

Summer 2021  |  MATH 2263 Section 002: Multivariable Calculus (83102)

Instructor(s)
Class Component:
Lecture
Credits:
4 Credits
Grading Basis:
Student Option
Instructor Consent:
No Special Consent Required
Instruction Mode:
Completely Online
Class Attributes:
Online Course
Times and Locations:
Regular Academic Session
 
06/07/2021 - 07/30/2021
Mon, Tue, Wed, Thu, Fri 11:15AM - 01:10PM
Off Campus
UMN REMOTE
Enrollment Status:
Open (18 of 25 seats filled)
Also Offered:
Course Catalog Description:
Derivative as linear map. Differential/integral calculus of functions of several variables, including change of coordinates using Jacobians. Line/surface integrals. Gauss, Green, Stokes Theorems. prereq: [1272 or 1372 or 1572] w/grade of at least C-
Class Description:
Overview: Multivariable calculus: Curves in space, arc length and curvature, velocity and acceleration. Limits and continuity, partial differentiation, local extrema, exact differentials, chain rule, directional derivative and gradient, Lagrange multipliers, 2nd derivative test. Double integration, volume and other applications, polar coordinates, triple integration, cylindrical and spherical coordinates. Vector analysis: Vector fields, line integrals, path independence, Green's Theorem, surface integrals, Theorems of Gauss and Stokes. Audience: Part of the standard 2nd year calculus course for students outside of IT.
Textbooks:
https://bookstores.umn.edu/course-lookup/83102/1215
Instructor Supplied Information Last Updated:
4 September 2007

Summer 2021  |  MATH 2263 Section 003: Multivariable Calculus (83936)

Instructor(s)
Class Component:
Lecture
Credits:
4 Credits
Grading Basis:
Student Option
Instructor Consent:
No Special Consent Required
Instruction Mode:
Completely Online
Class Attributes:
Online Course
Times and Locations:
Regular Academic Session
 
06/07/2021 - 07/30/2021
Mon, Tue, Wed, Thu, Fri 10:10AM - 12:05PM
Off Campus
UMN REMOTE
Enrollment Status:
Open (8 of 25 seats filled)
Also Offered:
Course Catalog Description:
Derivative as linear map. Differential/integral calculus of functions of several variables, including change of coordinates using Jacobians. Line/surface integrals. Gauss, Green, Stokes Theorems. prereq: [1272 or 1372 or 1572] w/grade of at least C-
Class Description:
Overview: Multivariable calculus: Curves in space, arc length and curvature, velocity and acceleration. Limits and continuity, partial differentiation, local extrema, exact differentials, chain rule, directional derivative and gradient, Lagrange multipliers, 2nd derivative test. Double integration, volume and other applications, polar coordinates, triple integration, cylindrical and spherical coordinates. Vector analysis: Vector fields, line integrals, path independence, Green's Theorem, surface integrals, Theorems of Gauss and Stokes. Audience: Part of the standard 2nd year calculus course for students outside of IT.
Textbooks:
https://bookstores.umn.edu/course-lookup/83936/1215
Instructor Supplied Information Last Updated:
4 September 2007

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