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03 Sep 2025, 22:00
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56% (01:24) correct
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Each person in a club with 100 members voted for exactly one of 3 candidates for president: A, B, or C. Did candidate A receive the most votes?
(1) No single candidate received more than 50% of the votes.
(2) Candidate A received 32 votes.
(1) No single candidate received more than 50% of the votes.
(2) Candidate A received 32 votes.
04 Sep 2025, 07:24
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Bunuel
Among the 100 members in the club, each voted for exactly one of the three candidates A,B and C respectively.
We need to find : Did candidate A receive the max number of votes ?
Statement 1:
(1) No single candidate received more than 50% of the votes.
This statement doesn’t not fix the minimum threshold limit. Each could have got 33.33% votes. Or two candidates could have secured 49 votes each and the other could have got 2 votes.
Since, there are numerous combinations for this scenario. It’s Insufficient.
Statement 2:
(2) Candidate A received 32 votes.
lets bring all the votes for three candidates equal to 32 votes each. So, the total number of votes = 32*3 = 96 votes. We are left with 4 votes. And there must be at least a single candidate who has secured more than 32 votes. So, clearly A did not secure more number of votes.
Hence, Sufficient.
Option B
04 Sep 2025, 13:33
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100 votes total.
option 1:
no one received more than 50% vote.Can't say anything about who will receive more.
Option 2:
A received 32 votes,
Total votes left 68.
Now for A to receive max vote other two can max receive 31 votes each=62 , which does not amount to 100. So we can say A did not receive max votes . Option B
option 1:
no one received more than 50% vote.Can't say anything about who will receive more.
Option 2:
A received 32 votes,
Total votes left 68.
Now for A to receive max vote other two can max receive 31 votes each=62 , which does not amount to 100. So we can say A did not receive max votes . Option B
Bunuel
