Closure of a Set in a Metric Space is all its Sequential Limits
# Statement
Suppose is a Metric Space. Suppose Then
# Proof
Metric Spaces are First Countable and Hausdorff and Closure of a Set in a First Countable Space is all its Sequential Limits.
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Suppose is a Metric Space. Suppose Then
Metric Spaces are First Countable and Hausdorff and Closure of a Set in a First Countable Space is all its Sequential Limits.