Complementary and Particular Solutions - y''-6y^'+9y=e^3x sinh⁡(2x) - Differential equations

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Differential Equation Variation of Parameters: y Differential Equation Variation of Parameters: y'' - 6y' + 9y = e^(3x)/x^2
3.4 Example 9 | Solve y’’-6y’+9y=6x2 +2 -12e3x | AEM 7th Edition 3.4 Example 9 | Solve y’’-6y’+9y=6x2 +2 -12e3x | AEM 7th Edition
Solve by method of variation of parameters y^"-6y^ Solve by method of variation of parameters y^"-6y^'+9y=e^3x/x^2
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𝑦′′−6𝑦′+9𝑦=𝑡^2 𝑒^3𝑡, 𝑦(0)=2, 𝑦′ (0)=6 𝑦′′−6𝑦′+9𝑦=𝑡^2 𝑒^3𝑡, 𝑦(0)=2, 𝑦′ (0)=6
y" y"'-6y"+11y'-6y=4