The incorrect statement is d) B ∩ D = {6}.
The incorrect statement is d) B ∩ D = {6}. The intersection of sets B and D is the set of elements that are common to both sets. In this case, B ∩ D = {6}, which means that 6 is the only element that belongs to both sets B and D. Therefore, the correct answer is d) B ∩ D = {6}.
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