Examples of differential equations: Difference between revisions

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We choose this integrating factor because it has the special property that its derivative is itself times the function we are integrating, that is:
 
:<math>\frac{d{\mu}}{dx} = e^{\int p(x)\, dx} \cdot p(x) = \mu qp(x)</math>
 
Multiply both sides of the original differential equation by ''&mu;'' to get: