Syllabus for Multivariable Calculus
    Spring 2007
    (Last modified: Tuesday, March 20, 2007, 3:35 PM )


    This syllabus is subject to change.
    Monday Wednesday Friday
    1/26   1/24 Intro to Multivariable Calculus 1/26 10.3 The Dot Product
          10.1 Vectors in the Plane    
          10.2 Vectors in Space    
    1/29 10.4 The Cross Product 1/31 10.5 Lines and Planes in Space 2/2 10.5 (continued)
          10.6: Surfaces in space
              PS 1 (group) due
    2/5 10.6: Surfaces in space 2/7 11.1: Vector-Valued 2/9 11.2: The Calculus of Vector-
          Functions   Valued Functions
              PS 2 (individual) due
    2/12 11.3: Motion in Space 2/14 11.4 Curvature 2/16 11.5 Tangent and Normal
          Vectors
           
              PS 3 (group) due
    2/19 11.6 Parametric Surfaces 2/21 11.6 (continued) 2/23 12.1 (continued)
          12.1: Functions of Several   12:2: Limits and Continuity
          Variables   PS 4 (individual) due
    2/26 12.2 Limits and Continuity 2/28 Exam 1 - in class portion 3/2 12.3 Partial Derivatives
              Exam 1 Takehome portion
              due
    3/5 Catch up/ In Class Work/ 3/7 12.4 Tangent Planes and 3/9 12.5 The Chain Rule
      Get Ahead   Linear Approximations    
              PS 5 (group) due
    3/12   3/14   3/16  
    Spring Break
    3/19 12.5 The Chain Rule (continued) 3/21 12.5 Chain Rule (continued) 3/23 12.6 The Gradient and Directional
          12.6: The Gradient and   Derivatives (continued)
          Directional Derivatives   PS 6 (individual) due
    3/26 12.6 The Gradient and 3/28 12.7 Extrema of Functions of 3/30 12.7 Extrema of Functions of
      Directional Derivatives Several Variables Several Variables
      (continued)       PS 7 (group) due
    4/2 13.1 Double Integrals 4/4 13.1 Double Integrals 4/6 13.2 Area, Volume and
          (continued)   Center of Mass
              PS 8 (individual) due
    4/9 13.3 Double Integrals in 4/11 Exam 2 - in class portion 4/13 13.3 Double Integrals in
      Polar Coordinates     Polar Coordinates
              Exam 2 Takehome portion
              due
    4/16 13.4 Surface Area 4/18 14.1 Vector Fields 4/20 14.2 Line Integrals
               
              PS 9 (group) due
    4/23 14.2 Line Integrals 4/25 14.3 Independence of Path 4/27 14.4 Green's Theorem
      (continued) and Conservative Vector   Individual Project due
          Fields   PS 10 (individual) due
    4/30 14.4: Green's Thm (continued) 5/2 13.5 Triple Integrals 5/4 13.6 Cylindrical Coordinates?
              PS 11 (group) due
               
    The final will be Thursday, May 10, from 2pm-5pm if it's in-class; if I decide to give you a take-home exam it will be due Thursday at 2pm.



    Janice Sklensky
    Wheaton College
    Department of Mathematics and Computer Science
    Science Center, Room 109
    Norton, Massachusetts 02766-0930
    TEL (508) 286-3973
    FAX (508) 285-8278
    jsklensk@wheatonma.edu


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