Practice Test: Question Set - 01
1. Which of the following Boolean algebra statements represent commutative law
- (A) (A+B)+CA+(B+C)
- (B) A.(B+C)(A.B)+(A.C)
- (C) A+BB+A
- (D) A+AA
2. A logic circuit which is used to change a BCD number into an equivalent decimal number is
- (A) Decoder
- (B) Encoder
- (C) Multiplexer
- (D) Code
converter
3. The 2's compliment of binary number 010111.1100 is
- (A) 101001.1100
- (B) 101000.0100
- (C) 010111.0011
- (D) 101000.0011
4. Conversion of an octal number 1428 to binary number is
- (A) 11000102
- (B) 1101102
- (C) 11000112
- (D) 11011012
5. A combinational logic circuit which generates particular binary word or number is
- (A) Decoder
- (B) Multiplexer
- (C) Encoder
- (D) De-multiplexer
6. A byte is consist of ________ bits
- (A) Two
- (B) Four
- (C) Eight
- (D) Ten
7. Subtraction of 1001011002 from 11101010102 is
- (A) 10010111102
- (B) 01101000012
- (C) 1111000001211110000012
- (D) 11110111112
8. The two basic technologies for digital ICs are bipolar and MOS. Bipolar technology is preferred for_______ and _______ whereas MOS technology is better suited to LSI.
- (A) SSI, MSI
- (B) MSI, LSI
- (C) SSI, LSI
- (D) ECL, DTL
9. The NOR gate is logically equivalent to an OR gate followed by an ________
- (A) AND
- (B) XAND
- (C) XOR
- (D) Inverter
10. _______is an abbreviation for binary digit.
- (A) 0 and 1
- (B) Base
- (C) Bit
- (D) None
of the above
11. The term sum-of-products in Boolean algebra means
- (A) The
AND function of several OR functions
- (B) The
OR function of several AND functions
- (C) The
OR function of several OR functions
- (D) The
AND function of several AND functions
12. How many full adders are required to construct an m- bit parallel adder?
- (A) m/2
- (B) m-1
- (C) m
- (D) m+1
13. The number of input words in a truth table always equals _______ where n is the number of inputs bits.
- (A) 10n
- (B) 2n
- (C) 4n
- (D) 8n
14. Conversion of binary number 100000000002 to decimal number is
- (A) 102410
- (B) 103410
- (C) 112410
- (D) 103710
15. Conversion of hexadecimal number 6B216 to it's binary number equivalent is
- (A) 11110001101112
- (B) 0110101100102
- (C) 01100110011112
- (D) 111111112
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