Question: 14. AxB={(a,b)|a A^be B} The Cartesian product of the sets, A A......A, denoted by A, XA, X...XA, is the set of ordered n -

$14. AxB={(a,b)|a A^be B} The Cartesian product of the sets, A A......A,$

14. AxB={(a,b)|a A^be B} The Cartesian product of the sets, A A......A, denoted by A, XA, X...XA, is the set of ordered n - tutples (a,,a,,...,a), where a, belongs to A, for i = 1, 2, ..., 11. What is the Cartesian product of A={1,2} and B={a,b,c)? What is the Cartesian product of AXBXC, where A=(0, 1), B = (1,2), and C = {0,1,2)?

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