Question: Hi, how can I show this in a proof? We define the preference relation _ on X = R, as follows: x z y if

Hi, how can I show this in a proof?

We define the preference relation _ on X = R, as follows: x z y if either "x, > y1" or "x1 = y1" and "x2 2 V2". Show that this preference relation is complete, transitive, strongly monotone, and strictly convex

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