Karnaugh Map Simplification Rules | Grouping Cells
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- Опубліковано 21 жов 2024
- Karnaugh Map is the method used to minimize and simplify the Boolean functions.
It works on the basis of complement laws: X +X’ = 1 and X.X’ =0.
Thereby, to cancel a variable in K-Map, we need pairs of variables and their complements which is done by grouping. K-Map uses some rules for grouping of adjacent cells.
In this video, we will check out simple explanation for these rules, one by one.
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Rule 1: For minterms, groups may include only 1s; zeros are never allowed. Similarly, for maxterms, groups may include only 0s and 1s are never allowed.
Rule 2: Groups may be horizontal or vertical; Diagonal groups not allowed.
Rule 3: Groups must contain 1, 2, 4, 8, etc terms (that is the total terms of the group must be in powers of 2). Groups made up of 3, 5 terms are not allowed.
Rule 4: All the ones in K-Map must be covered by at least one group.
Rule 5: Groups should always be fewer in number and larger in size.
Rule 6: Overlapping groups are permitted.
Rule 7: Groups may wrap around the table (K-Map).
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Literally the best video on yt related to this topic. Thankyou soo much ma'am for your efforts. We really appreciate you
Thank you so much for your encouragement
This is absolutely the clearest and the best video. I have seen many and none explained it as clearly as yours. Thanks for making this!!
Thank you so much. You made my day with your encouraging comment.
❤
hi, I'm enrolled in a course where I learn Boolean algebra, the Karnaugh map and others, I have some more difficult projects that I need help with, do you have a way to talk privately and show you what projects I need to do?
thank you madam
Can u pair cell 2 and 8
We cannot group cells diagonally
@@cspictorial2540 thanks