Question: Problem #1: In each case, a binary relation on SxS, where the set S-1, 2, 3}, is given. For parts (a), (b), and (c), determine

Problem #1: In each case, a binary relation on SxS, where

Problem #1: In each case, a binary relation on SxS, where the set S-1, 2, 3}, is given. For parts (a), (b), and (c), determine which of the three properties, reflexivity, symmetry, and transitivity, the relation has. Give reasons for all of the properties, whether present or not. d) For the relation in part (b), what single element would have to be added to make R an equivalence relation

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c. Will leaders rotate periodically?

b. Will there be one assigned leader?

c. How will members be allowed to rotate out of the team if they so desire?