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Re: Which of the follow is a set of all possible values of y that satisfy [#permalink]
Alhamdan1995 wrote:
\(y-13\sqrt{y}+36 = 0\)

A) (2,3)
B) (+/-2,+/-3)
C) (4,9)
D) (-4,-9)
E) (16,81)


\(y−13\sqrt{y}+36=0\)

Let \(\sqrt{y} = x\) => \(y=x^2\)

\(x^2−13x+36=0\)
(x-9)(x-4)=0
x = 9 or x = 4

Therefore,
[m]\sqrt{y} = 9 => y = 81
[m]\sqrt{y} = 4 => y = 16

y = 16,81

Answer - E
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Re: Which of the follow is a set of all possible values of y that satisfy [#permalink]
Alhamdan1995 wrote:
\(y-13\sqrt{y}+36 = 0\)

A) (2,3)
B) (+/-2,+/-3)
C) (4,9)
D) (-4,-9)
E) (16,81)


\(y-13\sqrt{y}+36 = 0\)
\(\sqrt{y} \)=4 or 9
y = 16 or 81
Hence, OA is (E).
GMAT Club Bot
Re: Which of the follow is a set of all possible values of y that satisfy [#permalink]
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