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# Is the range of the 5 numbers in the list above less than 30

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Senior Manager
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Is the range of the 5 numbers in the list above less than 30  [#permalink]

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Updated on: 19 Sep 2013, 02:22
2
3
00:00

Difficulty:

35% (medium)

Question Stats:

74% (01:42) correct 26% (01:28) wrong based on 215 sessions

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17 , x , 35 ,12, y

Is the range of the 5 numbers in the list above less than 30 ?

(1) 6<= x<= 20
(2) y = 2x

Originally posted by guerrero25 on 18 Sep 2013, 12:42.
Last edited by guerrero25 on 19 Sep 2013, 02:22, edited 2 times in total.
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Re: Is the range of the 5 numbers in the list above less than 30  [#permalink]

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18 Sep 2013, 12:50
1: Y is not known so cannot say that
2. for smaller X answer is Yes but larger values answer is NO

But together ans is Yes. SO C
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Re: Is the range of the 5 numbers in the list above less than 30  [#permalink]

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18 Sep 2013, 12:55
1
Range = largest - smallest

1) x(min) = 6
Range = 35-6 I.e. < 30 if x is smaller than y. But no info on y. So can't decide.

2) x=2y, x and y could be 15 and 30 or 100 and 200 or any other pair. Nothing can be concluded on range.

Combining 1&2 x=6, y=12 is min value of x and y. Range = 30 or less
Max value of x and y is 20 and 40.
Range = 40-12+1 I.e. <30

So range has to be less than 30. Hence C

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Re: Is the range of the 5 numbers in the list above less than 30  [#permalink]

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09 Sep 2014, 09:03
17 , x , 35 ,12, y

Is the range of the 5 numbers in the list above less than 30 ?

(1) 6<= x<= 20
(2) y = 2x

(1) 6<= x <=20 , unknown y => insufficient

(2) y=2x , unknown range of x and y => insufficient

(1)+(2) 6<= x <= 20 and 12<= y <= 40. Now we consider the two extreme value x=6 => y=12, range = 35-6 <30
if y = 40 then x=20, range =35-12 <30. Therefore, (1)+(2) SUFFICIENT
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Re: Is the range of the 5 numbers in the list above less than 30  [#permalink]

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09 Sep 2014, 22:28
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guerrero25 wrote:
17 , x , 35 ,12, y

Is the range of the 5 numbers in the list above less than 30 ?

(1) 6<= x<= 20
(2) y = 2x

17 , x , 35 ,12, y

Without x and y, the range is 35 - 12 = 23 which is less than 30.

(1) 6<= x<= 20

Ignoring y, if x is within 6 to 20, the range of the set will stay less than 30. Maximum range can be 35 - 6 = 29. But we don't know y. If y is 10, range will stay less than 30 but if y is 100, the range will be much higher than 30.

(2) y = 2x
We don't know the values of x and y so cannot say what the range will be.

Using both, If x lies between 6 and 20, y will lie between 12 and 40. But y will be 40 only when x is 20. Even in that case, the range will be 40 - 12 = 28. We have already seen that if x is 6 and y is 12, the range will stay below 30. In all in-between cases, the range will be below 30 only.

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Re: Is the range of the 5 numbers in the list above less than 30  [#permalink]

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13 Apr 2018, 13:05
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Re: Is the range of the 5 numbers in the list above less than 30   [#permalink] 13 Apr 2018, 13:05
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