Statements A, B and C are standard interpretations of sets, universal set and complement using Venn diagrams. Statement E is also true because Venn diagrams are widely used to visualise logical relations and survey data. Statement D is false since disjoint sets have no shared elements and thus no overlapping regions in the diagram. Hence the combination A, B, C and E only is correct.
Option A:
Option A is correct as it combines all accurate statements while rejecting D, which misdescribes disjointness. It faithfully reflects how Venn diagrams are used in NET-style reasoning questions.
Option B:
Option B is incomplete because it omits E and therefore does not mention important applications such as classification and survey questions, limiting the scope of the description.
Option C:
Option C is wrong because it includes D, which contradicts the definition of disjoint sets by asserting that they overlap, even though it also lists true statements. The presence of D invalidates the option.
Option D:
Option D is also incorrect as it keeps D and omits A, thereby losing the basic fact about sets as regions and retaining an incorrect claim about disjointness.
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