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ODE Cheat Sheet Nonhomogeneous Problems Series Solutions

ODE Cheat Sheet Nonhomogeneous Problems Series Solutions

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Reduction of Order Homogeneous Case Given y 1(x) satis es L[y] = 0; nd second linearly independent solution as v(x) = v(x)y 1(x):z= v0satis es a separable ODE. Nonhomogeneous Case Given y 1(x) satis es L[y] = 0; nd solution of L[y] = fas v(x) = v(x)y 1(x):z= v0satis es a rst order linear ODE. Method of Variation of Parameters yp(x) = c 1(x)y 1 ...

  Second, Order, Nonhomogeneous

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