23. Consider the combinatorial logic design as shown in Figure 2, which is described using a 2-input, 1-bit multiplexer. Within the design, two inputs (i.e., \( p \) and \( q \) ) and one output (i.e., \( r \) ) can be identified. Which of the following Boolean expressions A. \( r=\neg p \) B. \( r=p \wedge q \) C. \( r=\neg(p \wedge q) \) D. \( r=p \oplus q \) E. \( r=\neg(p \oplus q) \) correctly reflects the relationship between inputs and output?

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