Syllabus for Math 102 - Calculus 1 with Econ Applications
    Spring 2008
    (Last modified: Monday, January 21, 2008, 2:59 PM )


    This syllabus is subject to change.
    Monday Tuesday Wednesday Friday
    1/21   1/22   1/23 Welcome to Math 102 1/25 1.1: Functions,
                  Calculus Style
                  1.2: Graphs
    1/28 1.3: A Field Guide to 1/29 Introduction to Maple 1/30 1.3: Elementary Functions 2/1 1.4: The Idea of the
      Elementary Functions   1.4: The Idea of the Derivative
      Questions: PS 1   PS 1 (individual) due   Derivative    
    2/4 1.5: Estimating the 2/5 Estimating Derivatives 2/6 1.6: The Geometry of 2/8 1.7: The Geometry of
      Derivative   in Maple   Derivatives   Higher Order
      Questions: PS 2   PS 2 (group) due       Derivatives
    2/11 2.1: Defining the 2/12 Project 1 2/13 Project 1 2/15 2.2: Derivatives of
      Derivative     Power Functions and
      Questions: PS 3   PS 3 (individual) due       Polynomials
    2/18 Q & A for Exam 1 2/19 Exam 1 2/20 2.3: Limits 2/22 2.4: Using Derivative
          (Covers Thru Section       and Antiderivative
      PS 4 should be done!   2.2)       Formulas
    2/25 2.6: Derivativs of 2/26 Practice with 2/27 2.7: Derivatives of 2/29 3.1: The Product and
      Exponential and Differentiation Trig Functions Quotient Rules
      Logarithmic Functions      
      Questions: PS 5   PS 5 (individual) due       Project 1 due
    3/3 3.2: Composition and 3/4 More Practice 3/5 3.2: Composition and 3/7 Putting it all together
      the Chain Rule   Differentiating   the Chain Rule,    
      Questions: PS 6   PS 6 (group) due   continued    
    3/10   3/11   3/12   3/14  
    Spring Break
    3/17 4.3: Optimization 3/18 Finding Extrema 3/19 4.7: Taylor Polynomials 3/21 4.7: Taylor Polynomials
              Differentiation Exam    
          Questions: PS 7   PS 7 (individual) due    
    3/24 4.7: Taylor Polynomials 3/25 Project 2 3/26 Project 2 3/28 4.8: Why Continuity
            Matters
      Questions: PS 8   PS 8 (group) due       Diff Deadline - 100%
    3/31 Q & A for Exam 2 4/1 Exam 2 4/2 4.9: Why Differentiability 4/4 5.1: Areas and Integrals
          (Covers thru Section   Matters    
      PS 9 should be done!   4.7)       Diff Deadline - 90%
    4/7 5.2: The Area Function 4/8 Area Functions and 4/9 5.3: The Fundamental 4/11 5.3: The FTC, continued
        Slopes Theorem of Calculus  
             
      Questions: PS 10   PS 10 (individual) due       Project 2 due
    4/14 5.4: The Method of 4/15 Practice with Substitution 4/16 5.4: The Method of 4/18 5.6: Approximating Sums
      Substitution       Substitution, continued    
      Questions: PS 11   PS 11 (group) due       Diff Deadline - 75%
    4/21 Q & A for Exam 3 4/22 Exam 3 4/23 5.6: Approximating Sums, 4/25 2.5: Differential Equations
          (Covers thru 5.4) continued  
      PS 12 should be done!            
    4/28 2.5: Differential Equations 4/29 Applications of DEs 4/30 TBA 5/2 The Big Picture
      continued           Diff Deadline - 50%
                  PS 13 should be done!
    The final will be Saturday, May 10, from 2pm-5pm



    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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