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1) All squares containing a 1 must be grouped.
2) The largest possible groups must be formed.
3) Groups can overlap if this allows larger groups to be formed.
4) Groups must be square or rectangular and contain 2n squares.
5) The smallest number of groups must be formed.
The subsequent step in Karnaugh map is to map truth table in the map. Mapping is done by putting a 1 in respective square belonging to 1 value in truth table. This mapped map is us
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Reassembling of IP fragments at the ultimate destination is advantageous. Give reasons. Needing the ultimate destination to reassemble the fragments has two major advantages. F
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