Suppose y = ∞ n=0 anx on an open interval I that contains the origin. Express the following as a simplified power series
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Suppose y = ∞ n=0 anx on an open interval I that contains the origin. Express the following as a simplified power series
Suppose y = ∞ n=0 anx on an open interval I that contains the origin. Express the following as a simplified power series in x on I. (3 + x²)y'' + (x)y' + 3y = = n=0 an +1 + an +2 + n