7 segment display + logic gates

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The discussion revolves around creating a logic network for a 7-segment display that spells a 4-letter word using two inputs, A and B. Participants clarify that a truth table must be created for the seven outputs, which represent the segments of the display. The user expresses confusion about using Karnaugh maps (K-maps) for simplification, specifically whether to create individual functions for each output segment. It is confirmed that separate functions should be developed for each segment, which can then be minimized using K-maps. The conversation emphasizes the importance of posting solutions for further assistance and validation.
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Homework Statement


I'm tasked with creating a logic network that can spell out a simple 4 letter word. It has 2 inputs A and B, and 7 outputs (for a 7 segment display). The 2 bits (A and B) give the 4 total possible inputs to the circuit.

Write the truth table for the 7 output functions, minimize them using a K-map, and implement them using logic gates.


Homework Equations





The Attempt at a Solution



I've created the truth table.
29vo6cl.jpg


But I don't really understand how I am supposed to use K-maps to simplify this.
Am I supposed to create 7 functions, for example:
C1 = A'B' + A'B +AB
C2 = A'B' + A'B
C3 = A'B'
... and so on, up to the seventh.

Then use the Kmap to minimize those functions?
 
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Yup.
 
Do post your solution besause it looks like it should simplify quite a lot.
 

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