A universal set U with 156 elements has been partitioned into three subsets, A, B, and C. If B is 5 times the size of A and C is 4 times the size of B, then how many elements are in B? (A) 7 (B) 30...


A universal set U with 156 elements has been partitioned into three subsets, A, B,<br>and C. If B is 5 times the size of A and C is 4 times the size of B, then how many<br>elements are in B?<br>(A) 7<br>(B) 30<br>(C) 36<br>(D) 120<br>(E) 156<br>(F) 5<br>(G) 31<br>(H) 6<br>OA<br>OB<br>D.<br>O E<br>OF<br>H.<br>

Extracted text: A universal set U with 156 elements has been partitioned into three subsets, A, B, and C. If B is 5 times the size of A and C is 4 times the size of B, then how many elements are in B? (A) 7 (B) 30 (C) 36 (D) 120 (E) 156 (F) 5 (G) 31 (H) 6 OA OB D. O E OF H.

Jun 04, 2022
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