In which of the following cases does there exist a continuous and onto function f :X → Y 

1
X = [0, 1], Y = \(\mathbb R\)
2
X = [0, 1], Y = \(\mathbb Z\)
3
X = [0, 1], Y = [0, 1]
4
X = [0, 1], Y = {0, 1}

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