Suppose that an+3 = an and let )-,r. 4 S(x) %3D
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Show that the series converges for |x| For these case where an+p = an for some fixed positive integer p?
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)-Σα,r". Σ4ν S(x) %3D
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If a n a np then a 0 a p a 2p a np a 1 a p1 a 2p1 a np1 etc Thus a n x n a 0 a 1 x a p...View the full answer
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