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- Q1
Both inputs need to be 1 for an OR gate to output a 1
B. TRUE
D. NONE OF THE ABOVE
A. FALSE
C. BOTH A&B
30s - Q2
How many different combinations of 1 and 0 are possible with 1 bit?
C. 3
B. 2
A. 1
D. 4
30s - Q3
How many different combinations of 1 and 0 are possible with 2 bits?
D. 4
A. 2
B. 6
C. 8
30s - Q4
What will this gate's output be?
D. 3
C. 0
A. 1
B. 2
30s - Q5
What will this gate's output be?
B. 0
D. 1
C. 3
A. 2
30s - Q6
What will this gate's output be?
B. 0
A. 2
D. 3
C. 1
30s - Q7
What will this gate's output be?
B. 0
A. 1
C. 2
D. 3
30s - Q8
Which logic gate is this?
C. OR
A. AND
B. NOR
D. XOR
30s - Q9
Which logic gate is this?
B. AND
C. NOR
A. OR
D. XOR
30s - Q10
What type of logic gate is this table showing?
B. XOR
C. AND
D. OR
A. NOR
30s - Q11
What type of logic gate is this table showing?
A. INVERTER
C. AND
B. NAND
D. XOR
30s - Q12
What will the circuit's output be?
B. 0
A. 2
C. 1
D. 3
30s - Q13
Which of the following are logic gates?
B. AND
A. IF
C. ELSE
D. SWITCH
30s - Q14
Which logic gate is associated with the truth table?
B. INVERTER
C. AND
D. NAND
A. OR
30s - Q15
What would the OUTPUT(x) be in the following scenario:
A = 1
B = 0
C= 0
B. 0
C. 2
A. 1
D. 3
30s
