Question

Differential Equations

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Find the general solution to \(6 y^{\prime \prime}+18 y^{\prime}-24 y=0\). Enter your answer as \(y=\ldots\) In your answer, use \(c_{1}\) and \(c_{2}\) to denote arbitrary constants and \(x\) the independent variable. Enter \(c_{1}\) as \(\mathrm{c} 1\) and \(c_{2}\) as \(\mathrm{c} 2\).

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Answer #1

Given differential Equation 6y + 18 y-Y24y = 0 ~ y + 3y- 4y = FO =0 Auxilfany Equation :- m2 +3m-4 = 0 m2 + 4m-ma mam +4m

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