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- NOT --> -A
- AND --> AB
- OR --> A+B
- NAND --> -(AB)
- NOR --> -(A+B)
- A + B == -((-A)(-B))
- F = W + X + Y + Z
- where
- W = (-A)BCD
- X = A(-B)(-D)
- Y = A(-B)(-C)
- Z = A(-C)(-D)
- F = -( (-W)(-X)(-Y)(-Z) )
- or
- F = -( (A(-B)(-C)(-D)) ((-A)BD) ((-A)BC) ((-A)CD) )
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