Consider a Cauchy-Euler equation x^2y''- xy' +y =x^3 for
x>0.
a) Rewrite the equation as constant- coefficeint equation by
substituting x = e^t.
b) Solve it when x(1)=0, x'(1)=1.
Please solve the following equation by using the frobenius
method.
xy′′ − (3 + x)y ′ + 2y = 0
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