Use a K-Map to Minimize the Sum-Of-Products Expansion$x y z + x \bar { y } z + \bar { x } \bar { y } z + x \bar { y } \bar { z } + \bar { x } y z + \bar { x } \bar { y } \bar { z }$

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The Answer is We construct the following K-map. $We construct the following K-map. This gives us the expansion \bar { y } + z$ This gives us the expansion

\bar { y } + z

Use a K-Map to Minimize the Sum-Of-Products Expansion $x y z + x \bar { y } z + \bar { x } \bar { y } z + x \bar { y } \bar { z } + \bar { x } y z + \bar { x } \bar { y } \bar { z }$

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Use a K-Map to Minimize the Sum-Of-Products Expansion xyz+xyˉz+xˉyˉz+xyˉzˉ+xˉyz+xˉyˉzˉx y z + x \bar { y } z + \bar { x } \bar { y } z + x \bar { y } \bar { z } + \bar { x } y z + \bar { x } \bar { y } \bar { z }xyz+xyˉ​z+xˉyˉ​z+xyˉ​zˉ+xˉyz+xˉyˉ​zˉ

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Use a K-Map to Minimize the Sum-Of-Products Expansion $x y z + x \bar { y } z + \bar { x } \bar { y } z + x \bar { y } \bar { z } + \bar { x } y z + \bar { x } \bar { y } \bar { z }$

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Verified