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Four lettersa, b, c, and drepresent one integer each from one throug

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Bunuel
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Four lettersa, b, c, and drepresent one integer each from one throug [#permalink] New post   05 Jul 2022, 10:30
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Four letters—a, b, c, and d—represent one integer each from one through four. No two letters represent the same number. It is known that c > a and a > d. If b = 2, then a =

(A) 1
(B) 2
(C) 3
(D) 4
(E) Not enough information to decide.
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Kinshook
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Re: Four lettersa, b, c, and drepresent one integer each from one throug [#permalink] New post   06 Aug 2023, 01:51
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Yes2GMAT
It is given that numbers are each from one through four and are distinct.

Yes2GMAT wrote:
Kinshook From the question, we have c>a>d. How did you get the relationship between a > b > d? Is there something in the question which says the numbers are in consecutive order?
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Re: Four lettersa, b, c, and drepresent one integer each from one throug [#permalink] New post   05 Jul 2022, 10:34
Given: Four letters—a, b, c, and d—represent one integer each from one through four. No two letters represent the same number. It is known that c > a and a > d.

Asked: If b = 2, then a =

c>a>b=2>d
4>3>2>1
a = 3


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Re: Four lettersa, b, c, and drepresent one integer each from one throug [#permalink] New post   06 Aug 2023, 00:31
Kinshook From the question, we have c>a>d. How did you get the relationship between a > b > d? Is there something in the question which says the numbers are in consecutive order?
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Re: Four lettersa, b, c, and drepresent one integer each from one throug [#permalink]
06 Aug 2023, 00:31
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