Let: B be the set of all possible bijections; S be the set of all possible surjections; I be the set of all possible injections; and J be the set of all possible identity functions. Which of the following statements is true?

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Let:

Which of the following statements is true?

$B \cap (I \cup S) = \emptyset$ B \cap (I \cup S) = \emptyset

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$J \cap B = \emptyset$ J \cap B = \emptyset

$J \cap (I \triangle S) = \emptyset$ J \cap (I \triangle S) = \emptyset

$B \cap (I \cap S) = \emptyset$ B \cap (I \cap S) = \emptyset

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