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How do I tell if a relation is a function?
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The same x cannot be paired with different y values. Given points (5,4) and (5,6) of a relation, the relation is not a function.
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Unique image.
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An element of co-domain has unique f-image in domain. \(f: A \to B \implies \) to each \(a \in A\) there exists a b\in B such that \((a,b) \in f \) and if \( (a_1,b_1) \in f \; and \; (a_1,b_2) \in f \implies b_1=b_2 \)
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