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A club offers five different levels of membership, each of which requi
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23 Sep 2021, 03:36
23 Sep 2021, 03:36
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A club offers five different levels of membership, each of which requires a membership fee y dollars greater than that of the next lowest level of membership. If the fee required for the lowest level of membership is x dollars, which of the following represents the fee required for the highest level of membership?
(A) x + 4y
(B) x + 5y
(C) 4x + y
(D) 5x + y
(E) 5(x + y)
(A) x + 4y
(B) x + 5y
(C) 4x + y
(D) 5x + y
(E) 5(x + y)
Re: A club offers five different levels of membership, each of which requi
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23 Sep 2021, 14:16
23 Sep 2021, 14:16
1
Carcass wrote:
A club offers five different levels of membership, each of which requires a membership fee y dollars greater than that of the next lowest level of membership. If the fee required for the lowest level of membership is x dollars, which of the following represents the fee required for the highest level of membership?
(A) x + 4y
(B) x + 5y
(C) 4x + y
(D) 5x + y
(E) 5(x + y)
(A) x + 4y
(B) x + 5y
(C) 4x + y
(D) 5x + y
(E) 5(x + y)
\(x\) is the lowest level and after \(x\) there are 4 level to upgrade and each costs \(y\) so \(4y\). So total is \(x + 4y\) from lowest to highest.
gmatclubot
Re: A club offers five different levels of membership, each of which requi [#permalink]
23 Sep 2021, 14:16
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