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Logic gate circuit for 3 inputs (A, B, C) with custom output truth table

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  • #1 21664637
    elsie li
    Anonymous  
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  • #2 21664638
    Satyanarayana Murthy Kara
    Anonymous  
  • #3 21664639
    Earl Albin
    Anonymous  
  • #4 21664640
    Earl Albin
    Anonymous  
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  • #5 21664641
    elsie li
    Anonymous  
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  • #6 21664642
    Syed Shadab
    Anonymous  
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  • #7 21664643
    Mark Harrington
    Anonymous  
  • #8 21664644
    Earl Albin
    Anonymous  
  • #9 21664645
    Earl Albin
    Anonymous  
  • #10 21664646
    elsie li
    Anonymous  
  • #11 21664647
    Mark Harrington
    Anonymous  
  • #12 21664648
    Mark Harrington
    Anonymous  
  • #13 21664649
    Bob Loy
    Anonymous  
  • #14 21664650
    Syed Shadab
    Anonymous  
  • #15 21664651
    Mark Harrington
    Anonymous  
  • #16 21664652
    Mark Harrington
    Anonymous  
  • #17 21664653
    Bob Loy
    Anonymous  
  • #18 21664654
    Mark Harrington
    Anonymous  

Topic summary

The discussion focuses on designing a logic gate circuit with three inputs (A, B, C) to produce a custom output truth table. The output is 1 for inputs 001, 010, and 100, and 0 otherwise. Initial suggestions include using Karnaugh maps for simplification, resulting in a minimized Boolean expression requiring two NOT gates, two AND gates, and one OR gate. A 4-to-1 multiplexer (MUX) controlled by inputs B and C with inputs A, NOT A, NOT A, and 0 is proposed as an efficient hardware solution with minimal chip count and wiring. Attempts to implement the function using only two XOR gates are deemed insufficient due to incorrect output for input 111. The role of a single toggle switch is unclear; it might serve as a clock input for a binary counter to cycle through states, which can then be decoded by the logic circuit. Suggestions include using microcontroller-based programmable logic for flexibility and software simulators like LogicCircuit for design and testing, though Mac compatibility is uncertain. The conversation also touches on practical aspects such as salvaging components from discarded electronics and the evolution from discrete logic to programmable devices like FPGAs and microcontrollers.
Summary generated by the language model.
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