Y as a function of x
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Find y as a function of x if:
(x^2)(y'') + 15xy'+49y = 0
y(1) = -4
y'(1) = -3
This is a cauchy-euler DE. In general such equations have this form:
(x^2)(y'') + axy'+ by = 0
and their ...
This shows how to solve a second order differential equation.