Question: Please help. Let F = (R- Q) n I, where I = [0, 1]. Let Y = {0} UF. Let P : I - Y

Please help.

Please help. Let F = (R- Q) n I, where I =

Let F = (R- Q) n I, where I = [0, 1]. Let Y = {0} UF. Let P : I - Y I, TEF 1, TE F Let To the quotient topology on Y induced by p. Let TF be the subspace topology in F induced by the topology T. Let q := p/F = IF and let To be the quotient topology in F induced by q. Prove that To # TF

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