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Unformatted text preview: the maximum/minimum could be at the boundary). 14.8: Lagrange multipliers. Be able to nd max/min of a function subject to a constraint. Be able to do this in 2 or 3 variables. Do not worry about more than one constraint. 15.1: Integration in two variables. Know what is an integral, know how to evaluate simple integrals (such as linear functions and constants) without using iterated integrals. Know how to estimate an integral using a partition. Know linearity of integral. Know Fubinis theorem, and be able to evaluate integrals over rectangles using iterated integrals. 15.2: Integration over more general regions. Know the denitions. Be able to integrate over (horizontally/vertically) simple regions. Know that you can split an integral over a region by subdividing it into several regions. Know how to change the order of integration and how to describe a region in two ways if possible. 1...
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This note was uploaded on 04/28/2011 for the course MATH 20C taught by Professor Helton during the Spring '08 term at UCSD.
 Spring '08
 Helton
 Continuity, Derivative, Limits

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