a) If \( A \subseteq B \), then \( A \cap B = \) , \( A \cup B = \)
\( A \cap B = A \), \( A \cup B = B \)
MR/Nasef.N
b) If \( A = B \), then \( A \cap B = \) , \( A \cup B = \)
\( A \cap B = A \) (or \( B \)), \( A \cup B = A \) (or \( B \))
MR/Nasef.N
c) \( A \cap \emptyset = \)
\( A \cap \emptyset = \emptyset \)
MR/Nasef.N
d) \( \emptyset \cup X = \)
\( \emptyset \cup X = X \)
MR/Nasef.N
e) \( X \cap X = \)
\( X \cap X = X \)
MR/Nasef.N
f) If \( \{x, 3\} \subseteq \{3, 5\} \), then \( x = \)
5
3
0
MR/Nasef.N
g) If \( \{0\} \subseteq \{2, x, 5\} \), then \( x = \)
0
2
5
MR/Nasef.N
h) If \( \{2\} \not\subseteq \{5, x\} \), then \( x \) cannot be ...... or ......
\( x \) cannot be 2 or \{5\}
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