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	THEOREM 23.4 | A IS CONNECTED SUBSPACE OF X u0026 A CONTAINED IN B CONTAINED IN CL(A) THEN B CONNECTED (Ramya's Maths classes)  View
	Lecture 57 | Lemma 23.4 | A is conected subspace, A subset of B, B subset of Cl(A). Then B connected (Comsian Math Academy)  View
	Lecture 56 | Lemma 23.3 | union of connected subspaces of X that have a point in common is connected (Comsian Math Academy)  View
	Set topology| Connected spaces| Theorem no. 4 (Maths is fun by Sana Sultana )  View
	A connected subset of X which is both open as well as closed is a component. (Sumbel_Shahid )  View
	C be a Connected subset of X u0026 for some subset A of X then A is connected| closure of C is connected (Education With Ayesha)  View
	Topology I: Unit IV: Connected Spaces (Dr Sumithra Ramakrishna)  View
	Topology I: Unit IV: Connected Spaces (Dr Sumithra Ramakrishna)  View
	Lemma 23.3 - Topology - Some Space in topological spaces (Divya Agin)  View
	Lemma 23.2 | IF X IS A SEPARATION AND Y IS CONNECTED SUBSPACE OF X THEN Y LIES ENTIRELY IN C OR D (Ramya's Maths classes)  View