Title: Logic Gates
Course: Digital Fundamentals (IC 103-IC 103) > Section: Assessments

Q: A binary 1 is changed to a binary 0 by a circuit is called a
- inverter
- NOR gate
- XOR Gate
- NAND Gate
A: inverter

Q: If you have an input of 1 on one lead  and 0 on the other lead of a (two input) XNOR gate the output will be
- 0
- 1
- Can not tell
A: 0

Q: In a three-input AND gate to get a 1 on the output, you must have
- a 1 on at least one of the inputs
- all 1's on the inputs
- all 0's on the inputs
- 2 of the 3 inputs are 1's
A: a 1 on at least one of the inputs

Q: The truth table is for which gate?
- OR Gate
- XOR Gate
- AND Gate
- NAND Gate
A: OR Gate

Q: The proper gate for the Boolean expression is
- NOT Gate
- NOR Gate
- AND Gate
- NAND Gate
A: NOT Gate

Q: The name of this gate is a(n)
- AND Gate
- OR Gate
- NOR Gate
- XOR Gate
A: AND Gate

Q: The proper gate for the Boolean expression is
- AND Gate
- OR Gate
- NAND Gate
- XNOR Gate
A: AND Gate

Q: The proper gate for the Boolean expression is
- AND Gate
- NAND Gate
- XOR Gate
- XNOR Gate
A: AND Gate

Q: The proper gate for the Boolean expression is
- OR Gate
- NOR Gate
- NAND Gate
- AND Gate
A: OR Gate

Q: The proper gate for the Boolean expression is
- XOR Gate
- OR Gate
- NAND Gate
- NOR Gate
A: XOR Gate

Q: The truth table for a this Boolean expression is equal to the truth table of which gate?
- OR Gate
- NOR Gate
- AND Gate
- NAND Gate
A: OR Gate

Q: The truth table is for which gate?
- OR Gate
- AND Gate
- NOR Gate
- NAND Gate
A: OR Gate

Q: The truth table is for which gate?
- NOR Gate
- AND Gate
- XOR Gate
- XNOR Gate
A: NOR Gate

Q: The truth table is for which gate?
- XOR Gate
- XNOR Gate
- OR Gate
- NOR Gate
A: XOR Gate

Q: The truth table is for which gate?
- AND Gate
- NAND Gate
- OR Gate
- NOT Gate
A: AND Gate

Q: This gate is called a(n)
- NOT Gate
- NOR Gate
- XNOR Gate
- XNOT Gate
A: NOT Gate

Q: This gate is called a(n)
- OR Gate
- AND Gate
- XOR Gate
- XNOR Gate
A: OR Gate

Q: This gate is called a(n)
- OR Gate
- NOR Gate
- NAND Gate
- AND Gate
A: OR Gate

Q: This gate is called a(n)
- NAND Gate
- NOR Gate
- XOR Gate
- XNOR Gate
A: NAND Gate

Q: Using DeMorgan's Theorem, which gate is equivalent to the expression?
- OR Gate
- NOR Gate
- AND Gate
- XNOR Gate
A: OR Gate