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Re: In a poker game, Janice's and Ralph's combined earnings totaled $150. [#permalink]
Expert Reply
ajdse22 wrote:
Mike ,
Thanks for your response. Couple of questions:-

1) What if a person like me who has never played poker will understand that poker is zero sum game? The only reason I could make out the possibility of multi player game was from statement two. Thankfully I saw that coming and avoided the trap :)

2) This question is quite simple if we consider the possibility of other players in the game. It increases the difficulty not from a math quotient but from a verbal quotient.
Do we we expect such questions on GMAt to appear on more challenging problem sets?

Dear ajdse22,

I'm happy to respond. :-)

My friend, I don't think this is a very good question, a very GMAT-like question. It would be very much unlike the GMAT to make a problem hinge on the details of a game with which not everyone is familiar.

I would say, on a side note, that poker is widely played enough that even if you don't play it, it would be worth reading a little about it just to get some familiarity with it. The game of poker readily lends itself to a number of metaphors, and if one of these metaphors were to arise in business school or in your career, it might be embarrassing not to know enough about the game to appreciate the metaphor.

Mike :-)
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Re: In a poker game, Janice's and Ralph's combined earnings totaled $150. [#permalink]
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If we modify the original condition and the question, from J+R=150, there are 2 variables (J and R) and 1 equation (J+R=150). In order to match the number of variables and the number of equations, we need 1 equation. However, since con 1) and con 2) each has 1 equation, there is a high chance that D is the correct answer.
In case of con 1), from R=J/2, the answer is unique and the condition is sufficient.
In case of con 2), we cannot know ‘all the money won in the game’ it is out of scope and the condition is not sufficient. Hence, the correct answer is A.
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In a poker game, Janice's and Ralph's combined earnings totaled $150. [#permalink]
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Re: In a poker game, Janice's and Ralph's combined earnings totaled $150. [#permalink]
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Re: In a poker game, Janice's and Ralph's combined earnings totaled $150. [#permalink]
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