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JEE MATHEMATICS MCQ: SET THEORY

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Application +4 | -1
If A1,A2,…,A100{A_1},{A_2}, \ldots ,{A_{100}} are sets such that n(Ai)=i+2,A1⊂A2⊂A3…⊂A100n\left( {{A_i}} \right) = i + 2,{A_1} \subset {A_2} \subset {A_3} \ldots \subset {A_{100}} and ∩i=3100Ai=A,\cap _{i = 3}^{100}{A_i} = A, then n(A)=n\left( A \right) =
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Correct option: C
5
Option C (5) is correct because the intersection of nested sets from A3 to A100 is A3, and n(A3) = 3 + 2 = 5.

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