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Thanu dharshani. t. t Asked a Question
January 5, 2021 6:31 am 30 pts
Impoir points. Theorem: Every imit pOInt or ne range set of a sequence is limit point of a sequence. Solution : Let S be range set of sequence fal. i.e. S = range of fa,) Let a e S for e> 0 (a - &, a + 8) N S{a} has infinite no. of points Let q e (a E, a + 6) N S{a} E (a- &, a + s) and q e S As ES g a, for some k e N So a, e (a E, a + &) Hence, (a - E, a + 8) contains infinite no. of terms of sequence Proved a is limit point of sequence (a,
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• Thanu dharshani. t. t
can u give some example sums in finding limit of sequence and limit point of sequence??
• Thanu dharshani. t. t
lim sup and lim inf?? how to find it
• Anonymous User
https://youtu.be/1l1GHFBuv2Y
• Anonymous User
any doubt plz ask
Thanu dharshani. t. t
difference between limit of sequence and limit point of sequence with example plz..
• Anonymous User
if u satisfied with answer then accept it as best answer
• Anonymous User
S' is the set of all limit points of Set S
• Anonymous User
and a is the limit point
• Anonymous User
S' is the set of limit point of the range set S
• Anonymous User Best Answer
See attachment below.