Find A x B if A={0,1,3} and B={1,2,a,b}.
A×B={(x;y)∣x∈A∧y∈B}=={(0;1), (0;2),(0;a),(0;b),(1;1), (1;2),(1;a),(1;b),(3;1), (3;2),(3;a),(3;b)}\begin{array}{l} A \times B = \{ (x;y)|x \in A \wedge y \in B\} = \\ = \{ (0;1),\,(0;2),(0;a),(0;b),(1;1),\,(1;2),(1;a),(1;b),(3;1),\,(3;2),(3;a),(3;b)\} \end{array}A×B={(x;y)∣x∈A∧y∈B}=={(0;1),(0;2),(0;a),(0;b),(1;1),(1;2),(1;a),(1;b),(3;1),(3;2),(3;a),(3;b)}
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