Last Updated:2025/11/19

To prove that f: A → B is a surjection, we must show that for every element b in B there exists an a in A with f(a) = b.

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To prove that f: A → B is a surjection, we must show that for every element b in B there exists an a in A with f(a) = b.

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f: A → B が全射であることを証明するには、B の任意の元 b に対して f(a) = b を満たす A の元 a が存在することを示さなければなりません。

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