Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN: 9780470458365
Author: Erwin Kreyszig
Publisher: Wiley, John & Sons, Incorporated
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#5 D,E,F.

5. Give an example of sequences {an} and {bn} for which, as n → 0,
→ 00
a an + 0, bn → -00, an + bn
b an
+ 00, bn - 00, an - bn
+ 11
с а,
0, bn
→ 00, anb,n
d an
» 0, bn
→ 00,
anbn
» 00
e an
→ 0, bn – 00, anbn
1
0, b.
00, anbn does not converge, nor does it diverge to ∞ or -.
f an
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Transcribed Image Text:5. Give an example of sequences {an} and {bn} for which, as n → 0, → 00 a an + 0, bn → -00, an + bn b an + 00, bn - 00, an - bn + 11 с а, 0, bn → 00, anb,n d an » 0, bn → 00, anbn » 00 e an → 0, bn – 00, anbn 1 0, b. 00, anbn does not converge, nor does it diverge to ∞ or -. f an
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