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    •   Topic Worksheet Reading Date Practice Problems
    Lecture 1 Logistics, What is Calculus? NA   Jan 23  NA
    Lecture 2 Fundamental Theorem of Calculus Worksheet 1 5.1-5.4 Jan 25
    Lecture 3 The Substitution Rule Worksheet 2 5.5 Jan 27
    Lecture 4 The Substitution Rule (cont.) and Integration by Parts Worksheet 3 5.5, 5.6 Jan 30 Practice Problems I 
    Lecture 5 Integration by Parts (cont.) and Partial Fractions 5.6, 5.7 Feb 1
    Lecture 6 Partial Fractions Workshhet 4 5.7 Feb 3
    Lecture 7 Partial Fraction+Area between Curves 5.7, 6.1 Feb 6 Practice Problems II
    Lecture 8 Area Between Curves Worksheet 5 6.1 Feb 8
    Lecture 9 Area enclosed by Parametric Curves and Volume Worksheet 6 6.1-6.2 Feb 10
    Lecture 10 Solids of Revolution Worksheet 7 6.2 Feb 13 NA
    Lecture 11 Solids of Revolution (Shell Method) Worksheet 8 6.3 Feb 15
    Lecture 12 Arc Length Worksheet 9 6.4 Feb 17
    Lecture 13 Average Value and Applications to Physics Worksheet 10 6.5, 6.6 Feb 20 Practice Problems III
    Lecture 14 Applications to Physics 6.6 Feb 22
    Lecture 15 Probability and Improper Integrals Worksheet 11 5.10, 6.8 Feb 24
    Lecture 16 Improper Integrals 5.10 Feb 27

    Practice Problems IV

    (solutions)

    Lecture 17 Improper Integrals Worksheet 12 5.10 Mar 1
    Lecture 18 Introduction  to Series, Geometric Series Worksheet 13 8.2 Mar 3
    Lecture 19 Convergence and Divergence of Sequences No Worksheet 8.1 Mar 6

    Practice Problems V

    (solutions)

    Lecture 20 The Divergence Test and Comparison with Improper Integrals No Worksheet 8.2, 8.3 Mar 8
    Lecture 21 The Comparison and the Limit Comparison Tests Worksheet 14 8.3 Mar 20

    Practice Problems VI

    (solutions)

    Lecture 22 Other Convergence Tests (I) Worksheet 15 8.4 Mar 22
    Lecture 23 Other Convergence Tests (II) 8.4 Mar 24
    Lecture 24 Estimating the Error for Series Worksheet 16 8.3, 8.4 Mar 27

    Practice Problems VII

    (solutions)

    Lecture 25 Power Series Worksheet 17 8.5 Mar 29
    Lecture 26 Power Series representations of Functions (I) Worksheet 18 8.6 Mar 31
    Lecture 27 Power Series representations of Functions (II) 8.6 Apr 3

    Practice Problems VIII

    (solutions)

    Lecture 28 Taylor and Maclaurin Series (I) Worksheet 19 8.7 Apr 5
    Lecture 29 Taylor and Maclaurin Series (II) 8.7 Apr 10

    Practice Problems IX

    (solutions)

    Lecture 30 Taylor and Maclaurin Series (III) 8.7 Apr 12
    Lecture 31 Taylor Polynomials and Approximations Worksheet 20 8.8 Apr 14
    Lecture 32 Differential Equations Worksheet 21 7.1 Apr 17

    Practice Problems X

    (solutions)

    Lecture 33 Differential Equations and Modeling Worksheet 22 7.1,7.3 Apr 19
    Lecture 34 Separable Differential Equations Worksheet 23 7.3 Apr 21
    Lecture 35 Second-Order Homogeneous Linear Differential Equations with Constant Coefficients (I) Worksheet 24 Notes Apr 24

    Practice Problems XI

    (solutions)

    Lecture 36 Second-Order Homogeneous Linear Differential Equations with Constant Coefficients (II) Apr 26
    Lecture 37 Second-Order Homogeneous Linear Differential Equations with Constant Coefficients (III) Apr 28
    Lecture 38 First-Order Linear Differential Equations Worksheet 25 Notes May 1 NA