Syllabus for Calculus 1
    Spring '04
    (Last modified: Monday, March 1, 2004, 1:50 PM )


    This syllabus is tentative.
    Monday Wednesday Thursday Friday
    1/26   1/28 Welcome to Calc I 1/29 Introduction to 1/30 1.2: Graphs
          Maple  
                   
    2/2 1.3: A Field Guide to 2/4 1.4: The Idea of the 2/5 More with plots 2/6 1.4, continued
      Elementary Functions Derivative in Maple 1.5: Estimating
          Questions: PS 1   PS 1 (ind) due   Derivatives
    2/9 1.6: The Geometry of 2/11 1.7: The Geometry of 2/12 2.1: Defining the 2/13 Finding Formulas
      Derivatives Higher Order Derivatives Derivative for the Derivative
          Questions: PS 2   PS 2 (group) due    
    2/16 2.2: Derivatives of Power 2/18 2.3: Limits 2/19 Begin Project 1 2/20 Continue Project 1
      Functions and Polynomials      
          Questions: PS 3   PS 3 (ind) due    
    2/23 2.4: Using Derivative and 2/25 Q & A for Exam 1 2/26 Exam 1 2/27 2.5: Differential Equations;
      Antiderivative Formulas   (covers thru Section 2.3) Modelling Motion
          PS 4 should be done!        
    3/1 Review Exam 1 3/3 2.6: Derivatives of 3/4 2.6, continued 3/5 Modelling Growth
      (A Day for Catching Up!) Exponential and    
        Logarithmic Functions    
      Project 1 Draft Due   Questions: PS 5 PS 5 (group) due  
    3/8 2.7: Derivatives of 3/10 3.1: The Product and 3/11 The Product and 3/12 3.2: Composition and
      Trigonometric Functions the Quotient Rules Quotient Rules the Chain Rule
          Questions: PS 6   PS 6 (ind) due   Project 1 due
    3/15   3/17   3/18   3/19  
    Spring Break
    3/22 Reviewing Differentiation 3/24 The Big Picture on 3/25 Differentiation Exam 3/26 4.3: Optimization
        Differentiation    
          Questions: PS 7   PS 7 (group) due    
    3/29 4.3, continued 3/31 4.7: Taylor Polymomials 4/1 Begin Project 2 4/2 Continue Project 2
             
          Questions: PS 8   PS 8 (ind) due    
    4/5 4.7, continued 4/7 Q & A for Exam 2 4/8 Exam 2 4/9 4.8: Why Continuity
          (covers thru Section 4.7) Matters
    Diff Exam Deadline: 100%   PS 9 should be done!        
    4/12 The temp at the 4/14 4.9: Why Differentiability 4/15 The IVT, the EVT, and 4/16 5.1: Areas and Integrals
      Equator and the IVT Matters MVT  
          Questions: PS 10   PS 10 (group) due   Project 2 due
    4/19 Area as a function 4/21 5.2: The Area Function 4/22 5.3: The Fundamental 4/23 5.3, continued
            Theorem of Calculus  
      Diff Deadline - 75%   Questions: PS 11   PS 11 (ind) due    
    4/26 Working with the 4/28 Q & A for Exam 3 4/29 Exam 3 4/30 5.4: The Method
      FTC   (covers thru Section 5.4) of Substitution
          PS 12 should be done!        
    5/3 5.4, continued 5/5 5.6: Approximating Sums 5/6 5.6, continued 5/7 4.6: Newton's Method:
            Finding Roots
          Questions: PS 13   PS 13 (group) due   Diff deadline - 50%
    The final will be Thursday, May 13, from 9am - 12pm.



    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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