Determining a Particular Solution for N-th Order Linear Differential Equations with Constant Coefficients that Have the Free Term in the Following Form ea·x·P(x) ·cosnx or eb·x·Q(x)·sinnx

[1] Vasile Căruţaşu, Determining a Particular Solution for n-th Order Linear Differential Equations with Constant Coefficients, Proceedings of the 23^rd International Conference „The Knowledge-Based Organization” of „Nicolae Bălcescu” Land Forces Academy, Sibiu, 15-17 June, 2017, pag. 24-29, ISSN 1843-672210.1515/kbo-2017-0151 Search in Google Scholar

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Determining a Particular Solution for N-th Order Linear Differential Equations with Constant Coefficients that Have the Free Term in the Following Form ea·x·P(x) ·cosnx or eb·x·Q(x)·sinnx

Vasile Căruţaşu

Alexandru Hampu

Pubblicato online: 20 lug 2020

Pagine: 49 - 54

DOI: https://doi.org/10.2478/kbo-2020-0114

Parole chiaveth order linear differential equations with constant coefficients, particular solution, general solution, free term of the following form () ·· cos or/and ()·· sin

© 2020 Vasile Căruţaşu et al., published by Sciendo

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Determining a Particular Solution for N-th Order Linear Differential Equations with Constant Coefficients that Have the Free Term in the Following Form e^a^·^x·P(x) ·cosⁿx or e^b^·^x·Q(x)·sinⁿx

Parole chiave
th order linear differential equations with constant coefficients, particular solution, general solution, free term of the following form () ·· cos or/and ()·· sin