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  1. \item \self Find a symbolic binary encoding for
  2. $X = \{ 0,1, \ldots, 31 \}$.
  3. Use it to compute formulas in propositional logic that symbolically represent the following sets.
  4. \begin{itemize}
  5. \item $B =\{8, 9, 10, 11, 12, 13, 14, 15\}$
  6. \item $C =\{x \in X \mid 0 \leq x \leq 15\}$
  7. \end{itemize}
  8. Compute the characteristic functions of the following sets by symbolic operations, using your results from before.
  9. \begin{enumerate}
  10. \item $D = B \cup C$
  11. \item $E = B \cap C$
  12. \item $F = C \setminus B$
  13. \end{enumerate}