X IS LOCALLY (PATH) CONNECTED IFF FOR EVERY OPEN SET U IN X EACH (PATH) COMPONENT OF U IS OPEN IN X

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a Topological space X is locally connected iff it has a base consisting of connected open sets۔ a Topological space X is locally connected iff it has a base consisting of connected open sets۔
if X is locally connected and f is function from x to y then is locally connected if X is locally connected and f is function from x to y then is locally connected
Topology Lecture 20: Components and Local Connectedness Topology Lecture 20: Components and Local Connectedness
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