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Difficulty:
95%
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Question Stats:
36% (02:01) correct
64%
(02:10)
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based on 83
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At the beginning of each month, a certain book club offers its members the opportunity to purchase one or more books at a discount. At the beginning of January, the number of book club members who elected to purchase both The Brothers Karamazov and Pride and Prejudice was equal to the number of members who elected to purchase neither of those books. How many members were in the book club at the beginning of January?
(1) 128 book club members purchased The Brothers Karamazov and 212 book club members purchased Pride and Prejudice.
(2) Exactly half of the book club members who purchased The Brothers Karamazov also purchased Pride and Prejudice.
(1) 128 book club members purchased The Brothers Karamazov and 212 book club members purchased Pride and Prejudice.
(2) Exactly half of the book club members who purchased The Brothers Karamazov also purchased Pride and Prejudice.
"the number of book club members who elected to purchase both The Brothers Karamazov and Pride and Prejudice was equal to the number of members who elected to purchase neither of those books".
A+B - A&B + N = Total;
Since, Given A&B = N
A+B = Total;
Hence, A (1 is sufficient Alone).
A+B - A&B + N = Total;
Since, Given A&B = N
A+B = Total;
Hence, A (1 is sufficient Alone).
