Chemistry
Chemistry, 06.12.2019 19:31, monae7803

For what values of x does the series [infinity] (x βˆ’ 4)n n n = 1 converge? solution let an = (x βˆ’ 4)n/n. then an + 1 an = Β· n (x βˆ’ 4)n = 1 |x βˆ’ 4| β†’ as n β†’ [infinity]. by the ratio test, the given series is absolutel

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For what values of x does the series [infinity] (x βˆ’ 4)n n n = 1 converge? solution let an = (x βˆ’ 4...

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