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Bunuel
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Bunuel
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my logic was simpler. J lost 8 which means Alice won atleast 4 rounds. Look at options - 6 rounds
If Alex played 6 rounds, had she won all she would have got 12 points.
Now she needs to get rid of 4 points for that she needs to play 2 more games, and lose them. Total games played 8
Option exists of 6,8

Try option 2. 7 games
let A win 7 games. She won 14 points. Needs to get rid of 6 points - so need to play extra 3 games.7+3 total games is not even an option - so Answer is 6 & 8
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I still dont get it

Let the total games by T. Alex won x so Jorden won T-x games.
Jorden invested - jorden won = Money that jorden lost
2T - 2 (T-x) = 8

What`s wrong in this, if someone can please help!!
Dhruvek
x rounds alex won which means Jordan lost x rounds, lets say total rounds T then Jordan won (T-x) rounds,

x rounds lost therefore net money lost is -2x;
(T-x) rounds won therefore net money won is 2(t-x)

-2x +2(t-x) = -8
2t=4x-8
t=2x-4
only 6 and 8 satisfies equation

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I still dont get it

Let the total games by T. Alex won x so Jorden won T-x games.
Jorden invested - jorden won = Money that jorden lost
2T - 2 (T-x) = 8

What`s wrong in this, if someone can please help!!


The issue is in this part:

2T - 2(T - x)

When Jordan wins a round, he does not just get back his own $2. He also wins Alex’s $2, so the total pot he receives is $4.

So Jordan’s loss should be:

2T - 4(T - x) = 8

This gives T = 2x - 4, which matches the official solution.
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This is a great question that’s helpful for learning.
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