Match the Exclusive-$\text{OR (XOR)}$ operations $\text{(i)}$ to $\text{(iv)}$ with the results $\text{(p)}$ to $\text{(s),}$ where $X$ is a Boolean input.
$$\begin{array}{|l|l|}
\hline \text{(i)} X \oplus X & \text{(p)} 1 \\
\hline \text{(ii)} X \oplus \bar{X} & \text{(q)} 0 \\
\hline \text{(iii)} X \oplus 0 & \text{(r)} \bar{X} \\
\hline \text{(iv)} X \oplus 1 & \text{(s)} X\\
\hline\end{array}$$
- $\text{(i) - (q), (ii) - (r), (iii) - (s), (iv) - (p)}$
- $\text{(i) - (q), (ii) - (r), (iii) - (p), (iv) - (s)}$
- $\text{(i) - (p), (ii) - (s), (iii) - (q), (iv) - (r)}$
- $\text{(i) - (q), (ii) - (p), (iii) - (s), (iv) - (r)}$