this question is five questions true and fales i need just the right answer If a

Question

this question is five questions true and fales  i need just the right answer

If a series ak, does not converge, then ak, 0. If a sequence {ak} converges, then there is a number L such that all but a finite number of the terms of {ak} lie with in 1 of L. If all partial sums Sn = ak of any then the series converges. If a series ak, converges, then its partial sums S are bounded. That is, there are constants m and M such that m Sn M for all n. Beginning at some index value k = n, a convergent sequence {ak} is always bounded. A bounded sequence {ak} is always convergent.

Explanation / Answer

5. TRUE

6. FALSE

7. FALSE

8. TRUE

9.TRUE

10.FALSE

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