InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 51. |
What is a gray code? |
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Answer» Gray code is a non-weighted code which is used in analog to digital conversion. |
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| 52. |
Write the table of 2-4-2-1 code and show that it is a self complementing code. |
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Answer»
1's complement of 1100(610) = 0011 = 310 |
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| 53. |
What is meant by looping? |
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Answer» Looping is encircling of two adjacent 1 s on a K map. |
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| 54. |
What is a cell in K map? |
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Answer» A cell in a K map is a box which represents a particular combination of variables in its product form. |
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| 55. |
What is a pair? |
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Answer» A group of adjacent 1 either horizontally or vertically but not diagonally on a K map is called a pair. |
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| 56. |
Distinguish between min term and max term. |
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Answer» A max term is a special case sum term containing all input variables that make up a Boolean expression. A min term is a special case product term containing all input variable that make up a Boolean expression. |
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| 57. |
Name the universal gates. |
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Answer» NAND gate and NOR gate. |
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| 58. |
Explain the term universal gates. |
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Answer» NAND gate and NOR gate are called universal gates because all the logic gates can be realised using these gates. |
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| 59. |
What is the most important characteristic of gray code? Explain. |
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Answer» Gray code changes only by one bit, each time the decimal number is incremented.
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| 60. |
What is meant by redundant group? |
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Answer» A redundant group is a group in which all the 1 s in a group are over lapped by other groups. |
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| 61. |
Write the truth table of XNOR gate. |
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| 62. |
Write the truth tables for 3 variable input with min term designations. |
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| 63. |
Write the Boolean expression for the XNOR gate. |
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Answer» \(Y=AB\,+\,\overline{AB}=\overline{A\,\oplus \, B}\) |
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| 64. |
Write the Boolean equation of XOR gate. |
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Answer» \(Y=A\bar B+\bar AB=A\,\oplus\, B\) |
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| 65. |
Explain the necessity of elimination redundant groups in a K-map. |
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Answer» A redundant group is a group in which all the 1 s in a group are overlapped by other groups. Redundent group should be eliminated before writing simplified Boolean equation using k map. The elimination of redundant groups results in a simple logic circuit. |
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| 66. |
Write the truth table of XOR gate. |
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| 67. |
What is an XNOR gate? Write its truth table. |
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Answer» XNOR gate is a logic circuit whose output is HIGH only the inputs are same.
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| 68. |
What is a don’t care condition? |
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Answer» An output condition that may be either 1 or 0 without affecting the operation of the system is called don’t care condition. |
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| 69. |
Explain don’t care condition. |
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Answer» An output condition that may be treated as either 1 or 0 without affecting the operation is called don’t care condition. When simplifying a logic expression using a K-map, a don’t care condition can be treated as a 1 if it contributes to the simplification and can be treated as 0 if it does not contribute to the simplification. |
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| 70. |
What is a register? |
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Answer» A register is a set of flip flops used to store binary data. |
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| 71. |
What is an XOR gate? Write its truth table. |
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Answer» XOR gate is a logic gate whose output is HIGH only when odd number of inputs are HIGH.
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| 72. |
What is race around condition? How is it eliminated? |
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Answer» Toggling of the output more than once during the same clock pulse is called race around condition. It can be eliminated using an RC network (edge triggering) at the clock input or by using Master-slave JK flip flop. |
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| 73. |
Mention a broad classification of counters. |
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Answer» Counters are classified as synchronous counters and asynchronous counters. |
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| 74. |
Mention the types of shift registers. |
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Answer» (i) Serial-in, serial-out. (ii) Serial-in, parallel-out (iii) Parallel-in, serial-out. (iv) Parallel-in, parallel-out. |
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| 75. |
Which is the line used to transfer data in and out of a PISO shift register? |
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Answer» The SHIFT LOAD line. |
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