Q1: 1’S COMPLEMENT OF 101101
A. 010010
B. 010011
 The correct answer is: A(010010)
Q2: 2’S COMPLEMENT OF 0101101
A. 1010010
B. 1010011
 The correct answer is: B(1010011)
Q3: PRODUCT OF TWO BINARY
NUMBERS 0101 AND 0110 IS:
A. 11110
B. 11101
 The correct answer is: A(11110)
{0101=5 and 0110=6,5x6=30 and 30 in binary=11110}
Q4:OCTAL EQUIVALENT OF 101101 IS:
A. (55)8
B. (15)8

 The correct answer is: (55)8
Q5: 1’S AND 2’S COMPLEMENT OF
110010111
A. (001101111) and (001101000)
B. (001101000) and (001101001)



The correct answer is: (001101000) and (001101001)
Q6: Binary equivalent of (86)10 is:
A. (1010110)2
B. (1001100)2

 The correct ans is: (1010110)2
Q6: BCD ADDITION OF 56 AND 21 IS:
A. (01110111)2
B. (1001101)2
 The correct ans is: A (01110111)2
 56 IN BCD=0101 0110 AND 21 IN
BCD=0010 0001(56+21=77)=>77 IN BCD
=01110111
Q7: Octal and Hexadecimal equivalent
of (10101101010)2
A. (1552)8 and (19A)16
B. (2552)8 and (56A)16

 The correct answer is: (2552)8 and (56A)16
Q8: BCD equivalent code of (589)10

A. (010110001001)
B. (011001111001)
 The correct answer is: A (010110001001)


{In BCD code, we write 4 bit binary equivalent of each
digit, so 5=0101,8=1000,9=1001}
Q9: SUM OF 15 AND 24 IN BINARY
A. (0001101)
B. (100111)

 The correct answer is: B (100111)
 {15+24=39, 39 in binary=100111}
Q:Find excess-3 code for the decimal
number 564
A. 100010010111
B. 100101100100
 The correct answer is A(100010010111)
 {5+3=8=1000,6+3=9=1001,4+3=7=0111=>564
=100010010111}
Q10: (101)2 X (1010)2 is:
A. (110010)
B. (100101)

 The correct answer is: A (110010)
 {101=5 and 1010=10, 5*10=50, 50 in
binary=110010}
Q11 Number of 1’s present in the
binary equivalent of 5x5 is:
A. 2
B. 3
 The correct answer is: B(3)


{5x5=25, 25 in binary=11001 so total no of 1’s =3}
Q: Find the decimal equivalent of
excess-3 code 110010010101.1100
A. (962.9)
B. (965.5)
 The correct answer is: A(962.9)
{1100=12-3=9,
1001=9-3=6 ,
0101=5-3=2
1100=12-3=9}
Q12: Hexadecimal equivalent of (86)10

A. (56)16
B. (9A)16
 The correct answer is: (56)16
Q13: what is the binary equivalent of
Gray code 11100?
A. (01011)
B. (10111)
 The correct answer is: B (10111)



{gray code retain first bit but takes X-OR of
consecutive bits of given binary value
1 SAME,0 + 1=1,1 + 0=1,1 + 1=0,1 + 1=0}
Q13:Total number of 1’s in the 2’s
complement of 11000100
A. 4
B. 5
 The correct answer is: A (4)


{2’S COMPLEMENT OF 11000100=00111100}
Q14: Binary representation of
hexadecimal number (125)16 IS:
A. (0000000111011010)2
B. (0000000100100101)2


The correct answer is: B (0000000100100101)2

Digital u1

  • 2.
    Q1: 1’S COMPLEMENTOF 101101 A. 010010 B. 010011  The correct answer is: A(010010)
  • 3.
    Q2: 2’S COMPLEMENTOF 0101101 A. 1010010 B. 1010011  The correct answer is: B(1010011)
  • 4.
    Q3: PRODUCT OFTWO BINARY NUMBERS 0101 AND 0110 IS: A. 11110 B. 11101  The correct answer is: A(11110) {0101=5 and 0110=6,5x6=30 and 30 in binary=11110}
  • 5.
    Q4:OCTAL EQUIVALENT OF101101 IS: A. (55)8 B. (15)8  The correct answer is: (55)8
  • 6.
    Q5: 1’S AND2’S COMPLEMENT OF 110010111 A. (001101111) and (001101000) B. (001101000) and (001101001)  The correct answer is: (001101000) and (001101001)
  • 7.
    Q6: Binary equivalentof (86)10 is: A. (1010110)2 B. (1001100)2  The correct ans is: (1010110)2
  • 8.
    Q6: BCD ADDITIONOF 56 AND 21 IS: A. (01110111)2 B. (1001101)2  The correct ans is: A (01110111)2  56 IN BCD=0101 0110 AND 21 IN BCD=0010 0001(56+21=77)=>77 IN BCD =01110111
  • 9.
    Q7: Octal andHexadecimal equivalent of (10101101010)2 A. (1552)8 and (19A)16 B. (2552)8 and (56A)16  The correct answer is: (2552)8 and (56A)16
  • 10.
    Q8: BCD equivalentcode of (589)10 A. (010110001001) B. (011001111001)  The correct answer is: A (010110001001)  {In BCD code, we write 4 bit binary equivalent of each digit, so 5=0101,8=1000,9=1001}
  • 11.
    Q9: SUM OF15 AND 24 IN BINARY A. (0001101) B. (100111)  The correct answer is: B (100111)  {15+24=39, 39 in binary=100111}
  • 12.
    Q:Find excess-3 codefor the decimal number 564 A. 100010010111 B. 100101100100  The correct answer is A(100010010111)  {5+3=8=1000,6+3=9=1001,4+3=7=0111=>564 =100010010111}
  • 13.
    Q10: (101)2 X(1010)2 is: A. (110010) B. (100101)  The correct answer is: A (110010)  {101=5 and 1010=10, 5*10=50, 50 in binary=110010}
  • 14.
    Q11 Number of1’s present in the binary equivalent of 5x5 is: A. 2 B. 3  The correct answer is: B(3)  {5x5=25, 25 in binary=11001 so total no of 1’s =3}
  • 15.
    Q: Find thedecimal equivalent of excess-3 code 110010010101.1100 A. (962.9) B. (965.5)  The correct answer is: A(962.9) {1100=12-3=9, 1001=9-3=6 , 0101=5-3=2 1100=12-3=9}
  • 16.
    Q12: Hexadecimal equivalentof (86)10 A. (56)16 B. (9A)16  The correct answer is: (56)16
  • 17.
    Q13: what isthe binary equivalent of Gray code 11100? A. (01011) B. (10111)  The correct answer is: B (10111)   {gray code retain first bit but takes X-OR of consecutive bits of given binary value 1 SAME,0 + 1=1,1 + 0=1,1 + 1=0,1 + 1=0}
  • 18.
    Q13:Total number of1’s in the 2’s complement of 11000100 A. 4 B. 5  The correct answer is: A (4)  {2’S COMPLEMENT OF 11000100=00111100}
  • 19.
    Q14: Binary representationof hexadecimal number (125)16 IS: A. (0000000111011010)2 B. (0000000100100101)2  The correct answer is: B (0000000100100101)2