Mathematics

Mathematics

Problem

Which of the following correctly states the condition under which a relation RR is said to be a subrelation of another relation SS? a) Every ordered pair belonging to SS also belongs to RR. b) domain⁡(R)⊆domain⁡(S)\operatorname{domain}(R)\subseteq\operatorname{domain}(S) irrespective of the other ordered pairs. c) Every ordered pair belonging to RR also belongs to SS. d) range⁡(R)⊆range⁡(S)\operatorname{range}(R)\subseteq\operatorname{range}(S) even if some ordered pairs differ.

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