Problem 1, Part L Transcribed Image Text: Problem (1). Find whether each of the given sequences {an}=1 is converges or diverges. If it converges, find
Problem 1, Part L Transcribed Image Text: Problem (1). Find whether each of the given sequences {an}=1 is converges or diverges. If it converges,
find its limit.
(w) {r}
(a)
1+ n2
2n3 – 3
VAno – 7n + 8
(i) an =
(е) ап —
n/n3
(j) an =
In(1+ 2e”)
(b)
2n3 – 3
VAn6 – 7n + 8
(f) an =
(k) an =
(c) {vn+1- /n}
e3n + 4
(g) an =
2e2n
(1+
G+)=
5n
{**
+n cos(27n) |
3
(1) an = (1+
(d)
(h) an =
2n
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