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    The relationship between a function and its binary variables can be represented in a truth table. To represent a function in a truth table we need a list of the 2" combinations of the n binary variables. As shown in Fig. 1-3(a), there are eight possible distinct combinations for assigning bits to the three variables x, y, and z. The function F is equal to 1 for those combinations where x = 1 or yz = 01; it is equal to 0 for all other combinations.


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