Question 2: Write each of the following sets in tabular forms:
\((viii)\) \(\;\) \(\{x|x \in R \wedge x \notin {Q}’\} \)
Solution:
Tabular Form:
\(Q\)
Explanation:
Since, \(R=Q\cup {Q}’ \)
\(x \notin {Q}’ \)
which implies that \(x \in Q\)
Question 2: Write each of the following sets in tabular forms:
\((viii)\) \(\;\) \(\{x|x \in R \wedge x \notin {Q}’\} \)
Solution:
Tabular Form:
\(Q\)
Explanation:
Since, \(R=Q\cup {Q}’ \)
\(x \notin {Q}’ \)
which implies that \(x \in Q\)