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JEE MATHEMATICS MCQ: SET THEORY

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For any three sets A1,A2,A3,{A_1},{A_2},{A_3}, let B1=A1,B2=A2−A1{B_1} = {A_1},{B_2} = {A_2} - {A_1} and B3=A3−(A1∪A2),{B_3} = {A_3} - \left( {{A_1} \cup {A_2}} \right), then which one of the following statement is always true
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Correct option: A
A1∪A2∪A3⊃B1∪B2∪B3{A_1} \cup {A_2} \cup {A_3} \supset {B_1} \cup {B_2} \cup {B_3}
Option B (A1∪A2∪A3=B1∪B2∪B3{A_1} \cup {A_2} \cup {A_3} = {B_1} \cup {B_2} \cup {B_3}) is correct because the sets B_i are constructed to be disjoint and their union is equal to the union of the A_i.

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