thecritic said:Is this your homework?
Neither of those expressions looks right to me.Ogakor said:Xor gate with negated input and negated output.
The expected output is an XNOR gate. I can't get it with boolean algebra.
My initial formula is:
((AB')' + (A'B)')'
The expected output is:
AB + (AB)' right?
Please help me.
An XOR gate stands for "exclusive OR" and outputs a true value if one of its inputs is true, but not both. An XNOR gate stands for "exclusive NOR" and outputs a true value if both inputs are either true or false. Essentially, an XNOR gate is the inverse of an XOR gate.
An XOR gate works by comparing the inputs and producing an output of true if one of the inputs is true, but not both. An XNOR gate works by comparing the inputs and producing an output of true if both inputs are either true or false.
Yes, an XOR gate can be represented by the symbol ⊕ and an XNOR gate can be represented by the symbol ⊙ in boolean algebra.
No, there are other gates such as AND, OR, NAND, and NOR gates that can also be used in boolean algebra. These gates have different logic operations and produce different outputs based on their inputs.
XOR and XNOR gates are commonly used in digital circuits and computer hardware to perform logical operations. They are also used in encryption algorithms, data validation, and error detection systems.