Question: Could someone please help me with this question? Given that X and Iare locally compact Hausdorff Spaces, Show that if fix - Y is a

Could someone please help me with this question?

Given that X and Iare locally compact Hausdorff Spaces, Show that if fix - Y is a homeomorphism, then I extends to a homeoMorphism of their one-point compactifications. Then show that the one-point compactification of 7 is homeoMorphic to E -: ne IN] USOS

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