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Limit Points | Math Results | Sequence

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Basic results on limit point of a sequence
Limit Point of a sequence can also be called as Cluster point or Accumulation point or Condensation point or Subsequential limit.
A point 𝑙 is a limit point of a sequence if and only if every neighbourhood of 𝑙 has infinitely many terms of the sequence.
Limit Point of a sequence can also be called as Cluster point or Accumulation point or Condensation point or Subsequential limit.
A point 𝑙 is a limit point of a sequence if and only if every neighbourhood of 𝑙 has infinitely many terms of the sequence.