query: Can someone give me an example of how to work out an exact linear second order differential equation?
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positive_passages.text: Can someone give me an example of how to work out an exact linear second order differential equation?
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negative_passages.text: Confusion about a particular differential form being exact?
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negative_passages.text: Specific system of differential equations
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negative_passages.text: Solution to 2nd order PDE
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negative_passages.text: Solve a differential equation and evaluate the solution at a particular value of independent variable
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negative_passages.text: Differential equation in RL-circuit
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negative_passages.text: Transforming Differential Equation to a Kummer's Equation
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negative_passages.text: Differential equation for Harmonic Motion
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negative_passages.text: Solve the differential equations:
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negative_passages.text: Solving a linear equation in Mathematica
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negative_passages.text: Exact Differentials
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negative_passages.text: How to solve $y'' + y = y^{-3}$
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negative_passages.text: Riccati differential equation $y'=x^2+y^2$
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negative_passages.text: Ordinary differential equation $y'(t)=\sin(f(t,y))$
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negative_passages.text: Using DSolve to solve for x[t,parameter]
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negative_passages.text: Complex differential equation
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negative_passages.text: Non-linear differential equation example