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Bunuel
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x, y, and z are consecutive even numbers. What is the average of x, y, 01 Jul 2018, 20:44
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C
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!

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35% (medium)

Question Stats:

58% (00:56) correct 42% (00:39) wrong based on 171 sessions

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x, y, and z are consecutive even numbers. What is the average of x, y, and z?

(1) z = 12
(2) x = 8
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C
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x, y, and z are consecutive even numbers. What is the average of x, y, 01 Jul 2018, 20:50
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IMO Option D.

As x,y,z are consecutive even numbers, average will be y. Also, x+2 = y = z-2.

Stmt 1: z = 12 Hence y = 10 Suff. Stmt 2: x = 8, Hence y = 10, Suff. Hence D
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x, y, and z are consecutive even numbers. What is the average of x, y, 02 Jul 2018, 14:38
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Hi Bunuel

Is the OA: C because we're not told x, y and z are in ascending or descending order? Does GMAT really specify the order for these questions?
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x, y, and z are consecutive even numbers. What is the average of x, y, 05 Jul 2018, 10:07
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Bunuel
x, y, and z are consecutive even numbers. What is the average of x, y, and z?

(1) z = 12
(2) x = 8
Show more

Average of 3 consecutive even numbers is always the middle number or median value.
So, y is the mean of x,y, and z.

St1:-z=12
y=10 when x<y<z
y=14 when x>y>z

Hence we have two values of average. So, insufficient.

St2:-x = 8
y=10 when x<y<z
y=6 when x>y>z

Hence we have two values of average. So, insufficient.

(1)+(2), y=10,(since x=8<z=12)
Hence,sufficient.

Ans, (C)
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x, y, and z are consecutive even numbers. What is the average of x, y, 05 Jul 2018, 21:24
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rajudantuluri
Hi Bunuel

Is the OA: C because we're not told x, y and z are in ascending or descending order? Does GMAT really specify the order for these questions?
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Hello

YES, I think the OA is C because of the reason mentioned by you. We are able to get a unique answer only after combining both the statements.
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x, y, and z are consecutive even numbers. What is the average of x, y, 06 Jul 2018, 10:28
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X,Y,Z - Consecutive even numbers. Average of X,Y,Z?

I) z = 12: Insufficient as we are not about the order of numbers.

Case 1:

z=12
x=8
y=10

Case 2:

z=12
y=14
z=16

AD/BCE

II) x=8 Insufficient. Same as A

B

I + II: x=8,y=10,z=12. we are able to get an answer by combining the options. Hence C is the answer.
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x, y, and z are consecutive even numbers. What is the average of x, y, 01 Jul 2021, 06:47
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