A magnitude comparator compares two binary numbers and determines if one number is greaterthan, less than, or equal to the other number. If two binary numbers are considered as A and B, the magnitude...

A magnitude comparator compares two binary<br>numbers and determines if one number is<br>greaterthan, less than, or equal to the other<br>number. If two binary numbers are considered as A<br>and B, the magnitude comparator gives three<br>outputs for A > B, A < B, and A = B. Design a circuit<br>to realize this function for two 4-bit binary<br>numbers through the following steps.<br>a) Construct truth table<br>b) Derive and simplify Boolean functions<br>c) Draw the gate expression<br>please show clear steps<br>

Extracted text: A magnitude comparator compares two binary numbers and determines if one number is greaterthan, less than, or equal to the other number. If two binary numbers are considered as A and B, the magnitude comparator gives three outputs for A > B, A < b,="" and="" a="B." design="" a="" circuit="" to="" realize="" this="" function="" for="" two="" 4-bit="" binary="" numbers="" through="" the="" following="" steps.="" a)="" construct="" truth="" table="" b)="" derive="" and="" simplify="" boolean="" functions="" c)="" draw="" the="" gate="" expression="" please="" show="" clear="">

Jun 11, 2022

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A magnitude comparator compares two binary numbers and determines if one number is greaterthan, less than, or equal to the other number. If two binary numbers are considered as A and B, the magnitude...

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