Find the minimum SOP function (Karnaugh map)

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omni
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first i hope is the correct forum to ask this kind of question.

so i asked to find the minimum SOP function from the Karnaugh map (given in the picture).

so i started to solve it as you can see in the picture.
and this what i got:fsop=AB+BC+ACD'X' till here i think is ok.

now this is all what i tried to do: AB+BC+ACD'X'+A'DY.

hopw you can help me here.


thanks.
 
Attachments
  • Four-variable Karnaugh map with CD columns and AB rows, showing groupings of 1s and don't-cares (Ø) with terms AB, AZ, ĀX, C̄+Y and X̄ labelled in cells.
    55.JPG
    20.1 KB · Views: 660
hey, i just solve it.

i can know the value of A,B,C.

now if i can know what is A,B,C. i get:fsop=BC+AB+ACD'X'+BDX'+A'DY

what i did is first take all the "1" (if i can use with Phi so i also use it).
then i take the Variables (if i can use here with "1" of Phi i use it.)

thank you.
 
Attachments
  • Four-variable Karnaugh map with CD across the top and AB down the side, showing 1s, Ø don't-care cells, and blue, magenta, red and cyan groupings with labels C̄+Y, ĀX, X̄, AB=0 and AZ=0.
    55.JPG
    26.5 KB · Views: 658