Set Topology | Every Finite 𝑻 𝟏 Topological space is Discrete (Complete Proof)

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Topological Spaces Visually Explained Topological Spaces Visually Explained
Co_finite Topology , Discrete and Indiscrete Topological Space Co_finite Topology , Discrete and Indiscrete Topological Space
A topological space X is T(1) space iff every finite subset of X is closed.... A topological space X is T(1) space iff every finite subset of X is closed....
Every finite T1 space is discrete||T1 space ||separation axiom||explanation of T1 space Every finite T1 space is discrete||T1 space ||separation axiom||explanation of T1 space
A topological space is T1 space if and only if each single subset is closed A topological space is T1 space if and only if each single subset is closed
Discrete topological space with at least two point is T1 space but|| indiscrete space is not T1 spac Discrete topological space with at least two point is T1 space but|| indiscrete space is not T1 spac
What is a Topological Space? What is a Topological Space?
Prove that a topological space is T1 space if and only if every finite subset of X is closed Prove that a topological space is T1 space if and only if every finite subset of X is closed