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(C) The statement "Some teenagers are not dreamers" implies that there exists a set of teenagers $(T)$ who are not part of the set of dreamers $(D)$.I

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(C) The statement "Some teenagers are not dreamers" implies that there exists a set of teenagers $(T)$ who are not part of the set of dreamers $(D)$.In set theory,this corresponds to the region $T - D$ (or $T \cap D^c$),which represents elements that are in $T$ but not in $D$.Looking at the options:- Option $A$ shows disjoint sets.- Option $B$ shows the intersection $T \cap D$.- Option $C$ shows the region $T$ excluding the intersection $T \cap D$,which is exactly $T - D$.Therefore,the correct Venn diagram is represented by option $C$.

Which Venn diagram represents the truth of the statement "Some teenagers are not dreamers"?

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