Prove arbitrary set
Let A, B, and C be arbitrary sets, and let ^ denote the set intersection operator and * denote the Cartesian product operator. Show, by contradiction, that (A^B = {}) => ((A*C)^(B*C) = {}).
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Let A, B, and C be arbitrary sets, and let ^ denote the set intersection operator and * denote the Cartesian product operator. Show, by contradiction
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