• The videos embedded below are provided to offer support for this course. They are in the following order.
     
    Introduction to Taylor and Maclaurin Polynomials (Notes, Completed NotesAssignment)
    • Introduction to Taylor Polynomials
    • MacLaurin Polynomial: sin(x)
    • Taylor Polynomial: Natural LogMaclaurin Polynomial Natural Exponential Function
    • Taylor Polynomial Numerically
    • Taylor Polynomial for a Limit
    • Taylor Polynomial and Local Extrema
    • Taylor Polynomial for an Integral
     
    Power and Taylor Series; Intervals of Convergence (NotesAssignment)
    • Introduction to Power Series
    • Interval of Convergence Example 1 Part 1
    • Interval of Convergence Example 1 Part 2
    • Interval of Convergence Example 2
    • Interval of Convergence Example 3
    • Interval of Convergence Example Wrap-up

    Taylor Series; Three Special Series (NotesAssignment)

    • Introduction to Taylor Series and Example ()
    • Three Maclaurin Series You Should Know
    • Manipulation of Series Part 1
    • Manipulation of Series Part 2
    • Manipulation of Series Part 3
     
    Representation of Functions as Power Series (Notes, Assignment)
    • Geometric Power Series Part 1
    • Geometric Power Series Part 2
    • Geometric Power Series Part 3
    • Geometric Power Series Part 4

    Differentiation and Integration of a Power Series (Notes, Assignment)

     


    Introduction to Taylor and Maclaurin Polynomials
    Power and Taylor Series; Intervals of Convergence
    Representation of Functions as Power Series