General solution of a first-order linear differential equation (Q1987): Difference between revisions

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y=\\frac{1}{\\mu(x)}\\left(\\int \\mu(x)\\,q(x)\\,dx+C\\right),\\qquad \\mu(x)=e^{\\int p(x)\\,dx}
 
Property / LaTeX source: y=\\frac{1}{\\mu(x)}\\left(\\int \\mu(x)\\,q(x)\\,dx+C\\right),\\qquad \\mu(x)=e^{\\int p(x)\\,dx} / rank
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Q1985 (Deleted Item)
 
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y=\\frac{1}{\\mu(x)}\\left(\\int \\mu(x)\\,q(x)\\,dx+C\\right),\\qquad \\mu(x)=e^{\\int p(x)\\,dx}
Property / LaTeX source: y=\\frac{1}{\\mu(x)}\\left(\\int \\mu(x)\\,q(x)\\,dx+C\\right),\\qquad \\mu(x)=e^{\\int p(x)\\,dx} / rank
 
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Q1985 (Deleted Item)
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Latest revision as of 14:09, 4 October 2026

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General solution of a first-order linear differential equation
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    y=\\frac{1}{\\mu(x)}\\left(\\int \\mu(x)\\,q(x)\\,dx+C\\right),\\qquad \\mu(x)=e^{\\int p(x)\\,dx}
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    Q1985 (Deleted Item)
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