Find a general solution for the given Euler equation. x^2y” – 2xy’ – 4…
Find a general solution for the given Euler equation. x^2y” – 2xy’ – 4y = 0 this is a Differential equations problem, I am unsure of whether to use the characteristic equation ex. r^2 – 2r – 4 = 0 and find the roots using that or using r( r – 1 ) + br + c = 0 . Please all work and explanations.
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Technifi Expert’s Answer:
The Euler equation => x2y’’ – 2xy’ – 4y = 0
The characteristic equation => r2 – 2r – 4 = 0
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