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1.Calculate the sum of the series 35 245 1, 715 5+ + + . . . 3 9 27 if it is convergent. Otherwise enter

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1.Calculate the sum of the series 35 245 1, 715 5+ + + . . . 3 9 27 if it is convergent. Otherwise enter 333 . Sum = 3 + 6n7 2. Determined if the sequence { an} _ with an = converges. If it converges, n2 + 7n7 write its limit; and if it does not converge, write diverge

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