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5. (5 marks) Construct a smallest binary relation S defined on the set {W, 1, y, z} such that S satisfies all of the following

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5. (5 marks) Construct a smallest binary relation S defined on the set {W, 1, y, z} such that S satisfies all of the following requirements: S contains (2,y). . S is not transitive. . S is not antisymmetric. . S is not symmetric. S is even

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