MATH 2910
Multivariable, Vector Calculus
Lec 01 and Lec 01 selected
This course continues from Math 1920 and is an introduction to multivariable differentiation and integration and vector calculus. Topics include parametric representation of curves; polar coordinates; vectors; dot and cross products; curves and surfaces in space; calculus of vector-valued functions; functions of several variables; partial differentiation; directional derivatives; tangent planes; local and constrained maxima and minima; double and triple integrals; changes of variables in multiple integrals; vector fields; line and surface integrals; gradient, divergence and curl; Green's, Stokes' and Divergence Theorems.
Sections
Lecture, pick one
Lec 01
Mon 8:30-9:20
Lec 01
Tue, Thu 10:00-11:15
Lec 02
Tue, Thu 11:30-12:45
Lec 02
Wed 12:30-13:20
Syllabus
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