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| 2025-03-13JST17:30:24 A Boolean function f of two variables X and Y is defined as follows: f(0,0) = f(0,1) = f(1,1) = 1; f(1,0) = 0. Assuming complements of X and Y are not available, a minimum cost solution for realizing f using only 2-input NOR gates and 2-input OR gates (each having unit cost) would have 1 a total cost of: | A Boolean function f of two variables X and Y is defined as follows: f(0,0) = f(0,1) = f(1,1) = 1; f(1,0) = 0. Assuming complements of X and Y are not available, a minimum cost solution for realizing f using only 2-input NOR gates and 2-input OR gates (each having unit cost) would have 1 a total cost of: |
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