Question

Define indiscrete topology with an example.​

Answer 1

Answer:

Let X be a non-empty set and let T be the collection of the empty set(ϕ) and the set X. i.e T={ϕ,X}, if T is a topology on X, then such a topology is called an indiscrete topology and the pair (X,T) is called an indiscrete topological space. Example. If X={1,2,3}, construct or define an indiscrete topology on X.

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