1
Q
Annulment Law
A
A.0 = 0
A + 1 = 1
2
Q
Identity law
A
A + 0 = A
A.1 = A
3
Q
Associative Law
A
A + (B + C) = A + B + C
A(B.C) = A.B.C
4
Q
Absorptive law
A
A + (A.B) = A
A(A + B) = A
5
Q
Distributive Law
A
A(B + C) = A.B + A.C
A + (B.C) = (A + B).(A + C)
6
Q
Double Complement Law
A
𝐴̿ = A
7
Q
Commutative Law
A
A.B = B.A
A + B = B + A
8
Q
Complement Law
A
A.Ā = 0
A + Ā = 1
9
Q
Idempotent Law
A
A + A = A
A.A = A
10
Q
A.0 = 0
A + 1 = 1
A
Annulment Law
11
Q
A + 0 = A
A.1 = A
A
Identity law
12
Q
A + (B + C) = ( A + B + C
A(B.C) = A.B.C
A
Associative Law
13
Q
A + (A.B) = A
A(A + B) = A
A
Absorptive law
14
Q
A(B + C) = A.B + A.C
A + (B.C) = (A + B).(A + C)
A
Distributive Law
15
Q
𝐴̿ = A
A
Double Complement Law
16
Q
A.B = B.A
A + B = B + A
A
Commutative Law
17
Q
A.Ā = 0
A + Ā = 1
A
Complement Law
18
Q
A + A = A
A.A = A
A
Idempotent Law
Computing
flashcards
Decks in class (16)
# Cards
-
1) Hardware17
-
2) Logical Operations23
-
3) Communication15
-
4) Organisation and structure of data27
-
5) Operating Systems26
-
6) Principles of Programming0
-
7) Software Engineering0
-
8) Program Construction0
-
9) Security and Data Management0
-
10) Ethical, Legal, and Environmental impacts of Digital Technology0
-
1) Problem Solving0
-
2) Algorithms and Programming Constructs0
-
3) Programming Languages0
-
4) Data Structures and Data Types0
-
5) Security and Authentication0
-
BOOLEAN EXPRESSION18
