I need to simplify this equation using BooleanAlgebra. C0 = A1\' A0\' B1\' B0 +
ID: 3614030 • Letter: I
Question
I need to simplify this equation using BooleanAlgebra. C0 = A1' A0' B1' B0 + A1' A0' B1 B0 + A1' A0 B1'B0' + A1' A0 B1' B0 + A1' A0 B1 B0 + A1 A0' B1 B0 + A1A0 B1' B0 + A1 A0 B1' B0 + A1 A0 B1 B0' + A1 A0 B1 B0. Your help would be greatly appreciated. Greg I need to simplify this equation using BooleanAlgebra. C0 = A1' A0' B1' B0 + A1' A0' B1 B0 + A1' A0 B1'B0' + A1' A0 B1' B0 + A1' A0 B1 B0 + A1 A0' B1 B0 + A1A0 B1' B0 + A1 A0 B1' B0 + A1 A0 B1 B0' + A1 A0 B1 B0. Your help would be greatly appreciated. GregExplanation / Answer
C0 = A1' A0' B1' B0 + A1' A0' B1 B0 + A1' A0 B1'B0' + A1' A0 B1' B0 + A1' A0 B1 B0 + A1 A0' B1B0 + A1 A0 B1' B0 + A1 A0B1' B0 + A1 A0 B1 B0' + A1 A0 B1 B0 = [A1' A0'B0 ( B1' + B1)] + [A1' A0 B1'(B0' + B0) ] + A1' A0 B1 B0 + [A1 A0 B1( B0' + B0)] + A1 A0' B1B0 + A1 A0 B1' B0 = A1' A0'B0 + A1' A0 B1' + A1' A0 B1 B0 + A1 A0 B1 + A1 A0'B1 B0 + A1 A0 B1' B0 = A0'B0(A1' + A1B1) + A1' A0 (B1' +B1 B0) + A1 A0( B1 + B1'B0)