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        <title>XOR and XNOR</title>
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        <description>XOR and XNOR

The Exclusive OR (or XOR) relationship $F = A\oplus B$ is defined by the truth tables shown in Fig. 1 and the equivalent two-variable logic expressions $F_{SOP}=A\cdot \overline{B} + \overline{A}\cdot B$ and $F_{POS} = (A+B)\cdot (\overline{A} + \overline{B})$.

[Figure 1. XOR truth table.]

The XOR function is frequently used in digital circuits to manipulate signals that represent binary numbers—these circuits will be presented in a later module. For now, note the XOR output is a…</description>
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