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# Alberta's diner and Ben's diner provides dishes that

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Director
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Alberta's diner and Ben's diner provides dishes that [#permalink]

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21 Feb 2006, 17:40
This topic is locked. If you want to discuss this question please re-post it in the respective forum.

Alberta's diner and Ben's diner provides dishes that includes a main course, appetizer and dessert. Which restuarant can provide more kinds of dishes?

I) The number of the kinds of main courses that Albert's diner has is twice that of Ben's diner

II) Both Ben's appetizers and desserts are 2 more than that in Albert's, respectively
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21 Feb 2006, 21:20
E..

1 does not say anything about Appe and des...
2... says about appe and des... but then not about Main..

combined.. both are not enough..
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21 Feb 2006, 21:43
E .

1) we need to know abt the appetizer n desserts - insuffi
2) no info abt the main - insuffi

combinin' suppose say we plug in values , B's main.c - 2 :: A's 2(B)= 4
and if desserts n appetizers of A's= 2 , 2 each then B's = 4 , 4 each .

this value varies for more main course then the dess n appetizer . THUS INCONCLUSIVE
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21 Feb 2006, 21:59
I think it's C.
The number of dishes that can be provided is M*A*D (M main, A appet, D desert). Combination of of 1) and 2) gives the proportion of of M,D and A of one restaurant to another and leads to the defined answer.
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23 Feb 2006, 03:41
joemama142000 wrote:
Alberta's diner and Ben's diner provides dishes that includes a main course, appetizer and dessert. Which restuarant can provide more kinds of dishes?

I) The number of the kinds of main courses that Albert's diner has is twice that of Ben's diner

II) Both Ben's appetizers and desserts are 2 more than that in Albert's, respectively

I. insuff-nothing aobut app/dess
II. insuff-nothing about main

both-insuff

-------- M-A-D
Albert 2 (1+1) = combo equals 2
Ben 1 (2+2) = combo equals 4

Albert 4 (2+2) = combo equals 16
Ben 2 (5+1) = combo equals 10
23 Feb 2006, 03:41
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# Alberta's diner and Ben's diner provides dishes that

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