Math 101 - Tentative Syllabus - Spring 1997

    All numbers indicate sections from the text,
    Calculus from Graphical, Numerical,and Symbolic Points of View, Vol 1 by Ostebee and Zorn.


    Monday
    Tuesday
    Wednesday
    Friday
    1/27 Welcome to
    Calculus I
    1/28 Introduction to Maple 1/29 1.1 1/31 1.2
    2/3 1.4
    Group HW Due
    2/4 Functions in Maple 2/5 1.5 2/7 1.5
    Indiv HW Due
    2/10 1.6 2/11 Project 1 2/12 1.6
    Group HW Due
    2/14 2.1
    2/17 2.2
    Indiv HW Due
    2/18 Approximating the Derivative
    Project 1 Due
    2/19 2.3 2/21 Exam 1
    Covers thru 2.2
    Group HW Due
    2/24 2.4 2/25 Secant Lines and Tangent Lines 2/26 2.5
    Indiv HW Due
    2/28 2.5
    3/3 2.6
    Group HW Due
    3/4 Estimating Limits 3/5 2.7 3/7 3.1, 3.2
    Indiv HW Due
    3/10 3.3 3/11 Review for Exam 2 3/12 Exam 2
    Covers thru 3.2
    Group HW Due
    3/14 3.4
    3/17 Spring Break 3/18 Spring Break 3/19 Spring Break 3/21 Spring Break
    3/24 3.5 3/25 Project 2 3/26 3.6 3/28 3.6
    Indiv HW Due
    3/31 3.7 4/1 Plots of Implicit Functions
    Project 2 Due
    4/2 4.1
    Group HW Due
    4/4 Differentiation Exam
    4.2
    4/7 4.4
    Indiv HW Due
    4/8 Newton's Method 4/9 4.6 4/11 4.6 (cont)
    Group HW Due
    4/14 4.10 4/15 Optimization in Maple 4/16 4.11
    Last day for Diff. Ex full credit
    4/18 Exam 3
    Covers thru 4.10
    Indiv HW Due
    4/21 5.1 4/22 The Area Function A_f 4/23 5.2 4/25 Project 3
    Group HW Due
    4/28 5.3
    4/29 Sums in Maple 4/30 5.4 5/2 5.4
    Project 3 Due
    HW Due
    5/5 Course Overview 5/6 Review for Final 5/7
    5/9

    Final Exam: Monday May 12 at 9:00 am


    Back to the Math 101 Page