Question: I need solve fast 2. Consider the differential equation xy + 3xy' ty =0, 0. (a) Show that yi (x) = x ' is a

I need solve fast

I need solve fast 2. Consider the differential equation x"y" + 3xy'

2. Consider the differential equation x"y" + 3xy' ty =0, 0. (a) Show that yi (x) = x ' is a solution of the differential equation (2). (b) Obtain a second linearly independent solution of the differential equation (2)

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