WebbQuestion: For the equation x2y" - xy' - 0, find two solutions, show that they are linearly independent and find the general solution. Hint: Try y = yr. Note that equations of the form ax2y" + bxy' + cy = 0 are called Euler's equations or Cauchy-Euler equations. They are solved by trying y = xr and solving for r (we can assume that x 0 for simplicity). WebbContribute to sbm2024/sbm development by creating an account on GitHub.

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