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20 May 2025, 05:01
Kudos
Bookmarks
1 & 2 alone are not enough because
1. dont know number of games played
2. don't know how much he earned at the end.
together
2+2 = 4
2+2+2+2+2 - 3-3 = 4
Hence E
1. dont know number of games played
2. don't know how much he earned at the end.
together
2+2 = 4
2+2+2+2+2 - 3-3 = 4
Hence E
Bunuel
In each game of a certain tournament, a contestant either loses 3 points or gains 2 points. If Pat had 100 points at the beginning of the tournament, how many games did Pat play in the tournament?
(1) At the end of the tournament, Pat had 104 points
(2) Pat played fewer than 10 games
(1) At the end of the tournament, Pat had 104 points
(2) Pat played fewer than 10 games
25 May 2025, 05:22
Kudos
Bookmarks
Interesting question. Being a little careful when seeing fewer than statements could be helpful since they could potentially restrict things enough to, for example, know how many games were played.
Here, the answer is (E) because, even if the total number of games is fewer than 10, you can get a total of 104 points if
2 games are played in which both games are won resulting in 104
7 games are played in which 5 games are won (+10 points) and 2 games are lost (-6 points) resulting in 104
Here, the answer is (E) because, even if the total number of games is fewer than 10, you can get a total of 104 points if
2 games are played in which both games are won resulting in 104
7 games are played in which 5 games are won (+10 points) and 2 games are lost (-6 points) resulting in 104
