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    This Study Guide was written to help you prepare for the multivariable calculus portion of the Compre-hensive and Honors Qualifying Examination in Mathematics It is based on the Syllabus for the Compre-hensive Examination in Multivariable Calculus (Math 211) available on the Department website
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  • Lecture notes for Math 417-517 Multivariable Calculus
    This is an example of a multivariable Taylor's theorem with remainder The remainder R(h) = F 000(s)=6 is small if h is small and one can show that there is a constant C such that for h small jR(h)j Cjhj3
  • Cheat Sheets Tables - Pauls Online Math Notes
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