1
Q
Draw a not gate and its truth tables
A
2
Q
Draw an and gate and its truth tables
A
3
Q
Draw a xor gate and its truth tables
A
1 | 1 = 0
4
Q
draw a nand gate and its truth tables
A
5
Q
draw a nor gate and its truth tables
A
6
Q
Draw an or gate and its truth tables
A
7
Q
A.0
A
0
8
Q
A.1
A
A
9
Q
A.A
A
A
10
Q
A . !A
A
0
11
Q
A + 0
A
A
12
Q
A + 1
A
1
13
Q
A + A
A
A
14
Q
A + !A
A
1
15
Q
What is the distributive law
A
A.(B+C) = AB + AC
A + (B.C) = (A+B) . ( A+C)
16
Q
What is commutative law
A
A.B = B.A
A+B = B + A
17
Q
What is the associative law
A
(A+B)+C = A+(B+C) = A+B+C
(A.B).C = A.(B.C) = A.B.C
18
Q
What is de morgans law
A
(A+B ) = A . B
(A.B ) = A + B
19
Q
A + A.B =
A
A
20
Q
A + A . B =
A
A + B
Computer Science AQA
flashcards
Decks in class (19)
# Cards
-
Database24
-
SQL33
-
Big data23
-
Turing Machine9
-
BNF12
-
Internal Hardware Components88
-
Data Structures50
-
Network Communication111
-
Functional programming12
-
Theory of computation19
-
Fundamentals of algorithims18
-
Procedural Programming34
-
Programming Paradigm16
-
Boolean gate and logic20
-
Data Representation25
-
Number System33
-
Regular Language10
-
Software2
-
Logic Circuit5
