Home / Expert Answers / Advanced Math / 2-8-9-let-sn-be-a-sequence-of-positive-numbers-show-that-the-condition-nlimsnsn-pa821

(Solved): 2.8.9 Let {sn} be a sequence of positive numbers. Show that the condition nlimsnsn+ ...

$2.8.9 Let \( \left\{s_{n}\right\} \) be a sequence of positive numbers. Show that the condition \[ \lim _{n \rightarrow \inft$

2.8.9 Let

{s_{n}}

be a sequence of positive numbers. Show that the condition

n ? ? lim \frac{s _{n + 1}}{s _{n}} < 1

implies that

s_{n} ? 0

.

We have an Answer from Expert

View Expert Answer

Expert Answer

Proof :) To show that the sequence {sn} converges to zero as n approaches infinity, Explanationwe can use the fact that if a sequence {an}converges to

We have an Answer from Expert

Buy This Answer $5

Place Order

We Provide Services Across The Globe

Order Now

Go To Answered Questions