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Home ‣ Digital Electronics ‣ Ex-OR and Ex-NOR Gates Comments
- Question
Why is an exclusive-NOR gate also called an equality gate?
Options- A. The output is false if the inputs are equal.
- B. The output is true if the inputs are opposite.
- C. The output is true if the inputs are equal.
- Correct Answer
- The output is true if the inputs are equal.
- 1. The decimal number 188 is equal to the binary number ________.
Options- A. 10111100
- B. 0111000
- C. 1100011
- D. 1111000 Discuss
- 2. Convert 73116 to decimal.
Options- A. 216.4
- B. 985
- C. 3D9
- D. 1841 Discuss
- 3. Convert 110010012 (binary) to decimal.
Options- A. 201
- B. 2001
- C. 20
- D. 210 Discuss
- 4. An analog signal has a range from 0 V to 5 V. What is the total number of analog possibilities within this range?
Options- A. 5
- B. 50
- C. 250
- D. infinite Discuss
- 5. Convert the following decimal number to 8-bit binary.
187
Options- A. 101110112
- B. 110111012
- C. 101111012
- D. 101111002 Discuss
- 6. Determine odd parity for each of the following data words:
1011101 11110111 1001101
Options- A. P = 1, P = 1, P = 0
- B. P = 0, P = 0, P = 0
- C. P = 1, P = 1, P = 1
- D. P = 0, P = 0, P = 1 Discuss
- 7. A logic circuit that provides a HIGH output for both inputs HIGH or both inputs LOW is a(n):
Options- A. Ex-NOR gate
- B. OR gate
- C. Ex-OR gate
- D. NAND gate Discuss
- 8. Parity systems are defined as either________ or ________ and will add an extra ________ to the digital information being transmitted.
Options- A. positive, negative, byte
- B. odd, even, bit
- C. upper, lower, digit
- D. on, off, decimal Discuss
- 9. How is odd parity generated differently from even parity?
Options- A. The first output is inverted.
- B. The last output is inverted. Discuss
- 10. Show from the truth table how an exclusive-OR gate can be used to invert the data on one input if the other input is a special control function.
Options- A. Using A as the control, when A = 0, X is the same as B. When A = 1, X is the same as B.
- B. Using A as the control, when A = 0, X is the same as B. When A = 1, X is the inverse of B.
- C. Using A as the control, when A = 0, X is the inverse of B. When A = 1, X is the same as B.
- D. Using A as the control, when A = 0, X is the inverse of B. When A = 1, X is the inverse of B. Discuss
Ex-OR and Ex-NOR Gates problems
Search Results
Correct Answer: 10111100
Correct Answer: 1841
Correct Answer: 201
Correct Answer: infinite
Correct Answer: 101110112
Correct Answer: P = 0, P = 0, P = 1
Correct Answer: Ex-NOR gate
Correct Answer: odd, even, bit
Correct Answer: The last output is inverted.
Correct Answer: Using A as the control, when A = 0, X is the same as B. When A = 1, X is the inverse of B.
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