1. Design a digital logic circuit (all steps are required), using minimal amount of gates, that will realize a digital logic circuit corresponding to the following A097803 polyno- mial : A = 3(2x? + 1), with input (x) : 0< (x) < 7 (a) Set-up the truth-table [Binary inputs: (x); Binary outputs: A1, A2, A3, A4, ...] (b) Derive the output expressions (c) Simplify (optimally) the derived expressions, USING ONLY K-Maps (d) Implement the simplified digital logic circuit, using LogiSim.

Database System Concepts
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ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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The A097803 polynomial: A = 3(2x² + 1).
[ Circuit design ] [ ROM design ] [ MIPS Assembly implementation ]
1. Design a digital logic circuit (all steps are required), using minimal amount of gates,
that will realize a digital logic circuit corresponding to the following A097803 polyno-
тial :
A = 3(2x2 + 1), with input (x) : 0< (x) <7
(a) Set-up the truth-table
[Binary inputs: (x); Binary outputs: A1, A2, A3, A4, ...]
(b) Derive the output expressions
(c) Simplify (optimally) the derived expressions, USING ONLY K-Maps
(d) Implement the simplified digital logic circuit, using LogiSim.
Transcribed Image Text:The A097803 polynomial: A = 3(2x² + 1). [ Circuit design ] [ ROM design ] [ MIPS Assembly implementation ] 1. Design a digital logic circuit (all steps are required), using minimal amount of gates, that will realize a digital logic circuit corresponding to the following A097803 polyno- тial : A = 3(2x2 + 1), with input (x) : 0< (x) <7 (a) Set-up the truth-table [Binary inputs: (x); Binary outputs: A1, A2, A3, A4, ...] (b) Derive the output expressions (c) Simplify (optimally) the derived expressions, USING ONLY K-Maps (d) Implement the simplified digital logic circuit, using LogiSim.
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