Chapter 08.01 Exact Solution of 2nd order ODE Fixed Constants: Repeated Roots of Characteristic Eqn
Learn how you can find the exact solution of a 2nd order ODE (with Fixed Constants) by using the classical solution technique by finding the homogeneous and particular parts. In this example, the roots of the characteristic equation are real and repeated. For more videos and resources on this topic, please visit http://nm.mathforcollege.com/topics/primer_ode.html
Видео Chapter 08.01 Exact Solution of 2nd order ODE Fixed Constants: Repeated Roots of Characteristic Eqn канала numericalmethodsguy
Видео Chapter 08.01 Exact Solution of 2nd order ODE Fixed Constants: Repeated Roots of Characteristic Eqn канала numericalmethodsguy
Показать
Комментарии отсутствуют
Информация о видео
Другие видео канала
Linear Regression: Background: Part 2 of 2Math Olympiad Question. Solve 3^x=x^9Voice of America Interview on Open Education ResourcesChapter 06.05: Lesson: Adequacy of Regression Models: Check Three: Coefficient of DeterminationChapter 05.01: Lesson: A polynomial of order 2 or less that goes through 3 data points is unique.Chapter 06.04: Lesson: Harmonic Decline Regression Curve: Transformed Data: DerivationBackward Divided Difference: Numerical Differentiation Part 1Multiple Segment Simpson 1/3 Rule: MotivationChapter 04.09: Lesson: Number of Significant Digits Correct in my Solution Vector TheoryChapter 06.04: Lesson: Exponential Model Regression: Example: Part 2of 2Chapter 03.01: Lesson: Quadratic Equation: The FormulaSteps of Solving an Engineering Problem: Part 2 of 2Chapter 05.04: Lesson: Lagrangian Interpolation: Cubic Interpolation: Example: Part 2 of 2Chapter 07.02: Lesson: Trapezoidal Rule: Piece-wise Function ExampleChapter0805: Higher Order Ordinary Differential Equations: BackgroundChapter 06.04: Lesson: Harmonic Decline Model Regression Transformed Data Example Part 1 of 2Chapter 03.03: Lesson: Bisection Method Algorithm for Solving a Nonlinear EquationChapter01.01 Errors Created by Modeling SimulationIntegrating Discrete Functions Using Trapezoidal RuleChapter 07.06: Lesson: Integrating Discrete Functions by Average Method