Digital Logic20795 marksNumerical: boolean function mintermsBoolean Functions
Express F′=(x+y+z)′F' = (x + y + z)'F′=(x+y+z)′ as a sum of min-terms.
Express F′=(x+y+z)′F' = (x + y + z)'F′=(x+y+z)′ as a sum of min-terms. [5]
- Function: $F' = (x + y + z)'$ - Variables: $x, y, z$ (3 variables, so $2^3 = 8$ possible combinations) Evaluate $F = (x + y + z)$ and its complement $F' = (x+y+z)'$ for all 8 rows. The sum $(x+y+z) = 0$ only when all variables are 0; otherwise it is 1. Decimal x y z F = (x+y+z) F′ = (x+y+z)′ --...