Section outline

  • linear differential equation with constant coefficients

    Introduction:

    In this class, a linear differential equation with constant coefficients will be discussed. 

    If the constant term is the zero function, then the differential equation is said to be homogeneous, as it is a homogeneous polynomial in the unknown function and its derivatives. ... A differential equation has constant coefficients if only constant functions appear as coefficients in the associated homogeneous equation.

    Objectives and Outcomes:

    • Solve the homogeneous linear differential equations with constant coefficients.
    • solve systems of linear differential equations.
    • determine the type of linear differential equation systems
    • Use the operator method to solve linear systems with constant coefficients.
    • Solve the linear systems in normal form.

    Lesson Plan

    • Discussion from lecture slide
    • Problem-solving
    • Group Work
    • Question and Answering
    • Home Work