Unformatted text preview: and surface integrals; theorems of Gauss and Stokes; double and triple integrals in various coordinate systems; extrema and Taylor series for multivariate functions. Other topics covered include curves and surfaces in Cartesian, cylindrical, and spherical polar coordinates; differential vector identities, Green’s theorem. Prerequisite One of AS/SC/MATH 1010 3.00, AS/SC/MATH 1014 3.00, AK/AS/SC/MATH 1310 3.00; or AS/SC/MATH 1505 6.00 plus permission of the course coordinator. Course Credit Exclusions AS/SC/MATH 2010 3.00, AK/AS/SC/MATH 2310 3.00, GL/MATH/MODR 2670 3.00, GL/MATH 3200 3.00. Textbooks (either is fine) James Stewart, Calculus: Early Transcendentals, Ed 6E., Thompson, 2008. Chapters 1216. D.E. Varberg, E.G. Purcell, S. Rigdon, Calculus, 9 th Ed., Pearson/PrenticeHall, 2007. Chapters 1114....
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 Spring '10
 Has.
 Math, Derivative, Vector Calculus, Coordinate system, Spherical coordinate system, Polar coordinate system, Instructor Michael Haslam

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