MAT 2122 Multivariable Calculus
3 units
Mathematics
Faculty of Science
Derivatives as linear maps, the chain rule. The Clairaut-Schwarz theorem. Taylor's theorem. Implicit function theorem. Extrema, critical points. Lagrange multipliers. Double and triple integrals, Fubini's theorem, polar, spherical and cylindrical coordinates. Change of variables. Line integrals, Green's theorem. Parametric surfaces and surface integrals. Curl and Stokes's theorem, existence of potentials. Divergence and Gauss's theorem. Applications.
Components:
Discussion Group
Lecture
Requirements:
Previously Offered Terms:
Fall
French Equivalent:
Organized
315 responses
3.99
/ 5
Clear Expectations
164 responses
4.18
/ 5
Learned a Lot
313 responses
3.91
/ 5
Recommend
151 responses
3.43
/ 5
Workload
151 responses
2.49
/ 5
Fair Assessments
314 responses