The circuit was then checked to ensure the results of the implementation

The circuit was then checked to ensure the results of

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The circuit was then checked to ensure the results of the implementation matched the given specifications.
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Results: (Truth Table and LogicWorks Circuit both submitted with Lab)
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Z0 = D'CB'A' + D'C'B'A + (DCB'A) + D'CBA + DC'BA' Z1 = DC'B'A' + D'CB'A + DC'BA + (DCBA' + D'C'BA') Z2= 0 Z3= 0 Discussions: While my results are accurate, I made some errors in an attempt to construct my circuit off of my Z0 and Z1 equations alone. I found that it was much easier to directly follow my simplified Logicworks design while constructing my circuit, to avoid error. It took multiple attempts to properly simplify the Logicworks design. Once I effectively simplied the circuit design, I was able to eliminate several overlapping AND gates from use in my design, making it much easier to construct the circuit with fewer circuit components such as chips. Upon rewiring from the binary switches, my circuit functioned
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correctly. This shows that in the future it would be ideal to follow the Logicworks design while constructing the circuit, in order to avoid any small errors that might occur. The TA approved all my equations and I went through my connections and wiring multiple times in which no error was found.
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  • Fall '08
  • SHI
  • Binary numeral system, LogicWorks

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