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initial value problem

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Consider the initial value problem on [1,2]:
x^2*y'' + xy' - K^2*y = 0, y(1) =1, y'(1)=0
Find the solution y(x,K). Is it a continuous function of K? Can it be differentiated with respect to K?

K is a constant.

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The solution considers the initial value problem and the solution is found. Step-by-step details are provided.

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