Now find the prime implicants using Quine-McCluskey method for the five-variable
case in place of four input variables A, B, C and D case considered in section 5.10.1 (Note:
a general case will be (m + n) variable case).
After finding prime implicants, make three prime implicants table in place of one table.
One table is for the variable X
0
X
1
X
2
Y
0
-, other for X
0
X
1
X
2
-Y
1
and another for X
0
X
1
X
2
Y
0
Y
1
.
Prime implicants in third table will correspond to the common prime implicants so that the
terms can be used in Y
0
and Y
1
both. Prime implicants in first table will correspond to the
terms that can be used in Y
0
. Prime ...
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