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7: Linear Higher Order Differential Equations

Last updated

Nov 26, 2022
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- 6.3E: The RLC Circuit (Exercises)
- 7.1: Introduction to Linear Higher Order Equations

( \newcommand{\kernel}{\mathrm{null}\,}\)

This chapter extend the results obtained in Chapter 5 for linear second order equations to linear higher order equations.

7.1: Introduction to Linear Higher Order Equations
- 7.1.1: Introduction to Linear Higher Order Equations (Exercises)
7.2: Higher Order Homogeneous Equations
- 7.2.1: Higher Order Homogeneous Equations (Exercises)
7.3: Annihilation for Higher Order Equations
- 7.3.1: Annihilation for Higher Order Equations (Exercises)
7.4: Variation of Parameters for Higher Order Equations
- 7.4.1: Variation of Parameters for Higher Order Equations (Exercises)

Thumbnail: The Wronskian. In general, for an n^th order linear differential equation, if $(n - 1)$ solutions are known, the last one can be determined by using the Wronskian.

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