MATH-137 Multivariable Calculus

Faculty:

Eller, Matthias

Fan, Haitao

Vogt, Andrew

A continuation of MATH-036.

This is a first course in vector analysis and the differential and integral calculus of functions of many variables. Topics include vector analysis in n-space, differentiation of real and vector valued functions of many variables, the chain rule, extrema of real valued functions, constrained extrema and Lagrange multipliers, vector fields in 3-space, the divergence and curl of a vector field, conservative fields, double and triple integrals, change of variables in multiple integrals, path and surface integrals, and the theorems of Green, Gauss, and Stokes. Fall and Spring.

Credits: 4

Prerequisites: MATH 036 or equivalent

Other academic years
There is information about this course number in other academic years:

• 2004-2005 Fall and Spring
• 2005-2006 Fall and Spring
• 2006-2007 Fall and Spring
• 2007-2008 Fall and Spring
• 2009-2010 Fall and Spring
• 2010-2011 Fall and Spring
• 2011-2012 Fall and Spring
• 2012-2013 Fall and Spring
• 2013-2014 Fall and Spring

More information
Look for this course in the schedule of classes.

The academic department web site for this program may provide other details about this course.