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MATH013: Calculus of Vector-Valued Functions

Offered 26S (12, 11, 10)

This course is a sequel toMATH 8and provides an introduction to calculus of vector-valued functions. Topics include differentiation and integration of parametrically defined functions with interpretations of velocity, acceleration, arclength and curvature. Other topics include iterated, double, triple and surface integrals including change of coordinates. The remainder of the course is devoted to vector fields, line integrals, Green's theorem, curl and divergence, and Stokes' theorem.

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Professors

Name Reviews
Rosa Orellana 20
Faun C. 12
Owen Dearricott 11
Geoffrey W. 10
Vladimir Chernov 10
David Webb 8
Chuen Ming Mike Wong 8
Alexander N. 7
Thomas Shemanske 6
Justin Miller 6
Dana Williams 5
Craig Sutton 5
Erik R. 5
Ryan Vaughn 4
Joseph R. 4
Longmei Shu 4
Martin Tassy 4
Nathan C. 3
C. Dwight 3
Zachary Winkeler 3
John Trout 3
Martin Arkowitz 3
Daniel R. 2
Michael Montgomery 2
Amir Barghi 2
Carolyn Gordon 2
Aldo J. 2
David I. 2
Constantin D. 2
Kameron Mccombs 1
Peter Mucha 1
Misha Temkin 1
Bjoern Muetzel 1
Zachary Garvey 1
Mitsuo Kobayashi 1
Mikhail Temkin 1
Bo Su Choi 1
Sean McGuinness 1
Vardayani Ratti 1
Lizuo Liu 1
Stephanie A. 1
Warren Lord 1
Johanna Franklin 1
David Freeman 0
Holly Chaos 0
James Dwyer 0
Jay Pantone 0
Johannes van Erp 0
John Bourke 0
Melanie Dennis 0
Michael Firrisa 0
Pierre Clare 0
Samuel Lin 0
Samuel Miner 0
Sara Chari 0
Sarah Frei 0
Thomas Zdyrski 0
Yanli Song 0
Zili Wang 0

Reviews (172)

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