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Find the two independent solutions of d^2y/dx^2 + xdy/dx + y = 0 in the form of Maclaurin series.

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Find the two independent solutions of d2y/dx2 + xdy/dx + y = 0 in the form of Maclaurin series. One of the series can be summed into a closed form. Find this closed form.

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Since x = 0 is an ordinary point of the equation, we put

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