EDI18701 AULA07

Teoremas Booleanos

(1) $A.0=0\,$

(2) $A.1=A\,$

(3) $A.A=A\,$

(4) $A.{\bar {A}}=0\,$

(5) $A+0=A\,$

(6) $A+1=1\,$

(7) $A+A=A\,$

(8) $A+{\bar {A}}=1\,$

(1) $A.0=(A+B+C).({\bar {A}}+{\bar {B}}+C)$

Lista de Exercício

Lista de exercício álgebra booleana.

Exercícios Propostos

$S_{1}=(A+B+C).({\bar {A}}+B+{\bar {C}})$

$S_{2}=({\overline {{\overline {AC}}+B+D}})+C({\overline {ACD}})$

$S_{3}=({\overline {(A+B).C}})+({\overline {D(C+B)}})$

$S_{4}=({\bar {A}}+{\bar {B}}+{\bar {C}}).(A+B+{\bar {C}})$

$S_{5}={\bar {A}}.{\bar {B}}.C+{\bar {A}}.B.C+{\bar {A}}.B.{\bar {C}}+A.B.C+A.B{\bar {C}}$

Material de Apoio

• [Slides da Aula]

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