Describe the conditions under which the statement is true.
-$A \cup B = A$
A) $B \subseteq A$
B) $B = \varnothing$
C) $A \subseteq B$
D) Always true

Name: Describe the conditions under which the statement is true. -$A \cup B = A$ A) $B \subseteq A$ B) $B = \varnothing$ C) $A \subseteq B$ D) Always true
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The Answer of Describe the conditions under which the statement is true.
-$A \cup B = A$
A) $B \subseteq A$
B) $B = \varnothing$
C) $A \subseteq B$
D) Always true

Describe the Conditions Under Which the Statement Is True A∪B=AA \cup B = AA∪B=A

Describe the Conditions Under Which the Statement Is True $A \cup B = A$