Here are the possibilities for the seven segment display. Keep in mind that some digits have two possible outcomes, pointing to the fact that you will need to use a don't care for some segments in your truth tables.

Pre$-$Lab

For this pre$-$lab, you will need to determine the logic to light each of the seven segments of the display $(a-g)$ using K$-$maps for each segment. You have to determine the functions for segments $"a"$ to $"g".$ Start off with:

A truth table for all possible inputs and the segment$($s$)$ output

Form a K$-$map for each segment individually

Determine the Boolean expression from the K$-$map

Submission Checklist:

Truth table for all possible inputs and the segment$($s$)$ output including the don't cares in appropriate areas.

Seven K$-$maps, one for each segment of the display $($must include all EPI's and PI's for each segment's K$-$map for full credit$)$

Seven Boolean expressions for the segment functions, one from each K$-$Map.