Every subspace of a separable metric space is separable — fails for general topological spaces
Is this true?
No — it is false.
Others that fail the same way
From Topology › Standard spaces: cofinite, cocountable, Sorgenfrey, Cantor set
Is this true?
Every subspace of a separable metric space is separable — fails for general topological spaces
No — it is false.
From Topology › Standard spaces: cofinite, cocountable, Sorgenfrey, Cantor set