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05 Mar 2012, 14:39
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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)!
Difficulty:
35%
(medium)
Question Stats:
65% (01:46) correct
35%
(01:52)
wrong
based on 851
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Is the range of the integers 6, 3, y, 4, 5, and x greater than 9 ?
(1) y > 3x
(2) y > x > 3
when i am combining 2 stmnts i am getting C as the answer.how could that X minimum value is 4.
(1+2) 3<x<y and 3x<y. so
3<3x<y. Is this correct
OPEN DISCUSSION OF THIS QUESTION IS HERE: is-the-range-of-the-integers-6-3-y-4-5-and-x-greater-134897.html
(1) y > 3x
(2) y > x > 3
when i am combining 2 stmnts i am getting C as the answer.how could that X minimum value is 4.
(1+2) 3<x<y and 3x<y. so
3<3x<y. Is this correct
OPEN DISCUSSION OF THIS QUESTION IS HERE: is-the-range-of-the-integers-6-3-y-4-5-and-x-greater-134897.html
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05 Mar 2012, 14:59
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TomB
Is the range of the integers 6, 3, y, 4, 5, and x greater than 9 ?
Given integers are: {3, 4, 5, 6, x, y}
(1) y > 3x --> if x=1 and y=4 then the range=6-1=6<9 but if x=100 then the range>9. Not sufficient.
(2) y > x > 3 --> if x=4 and y=5 then the range=6-3=3<9 but if x=100 then the range>9. Not sufficient.
(1)+(2) From x > 3 we have that the least value of x is 4, and from y > 3x=12 we have that the least value of y is 13, hence the least value of the range is 13-3=10>9. Sufficient.
Answer: C.
General Discussion
01 Nov 2014, 16:39
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Bunuel
Hey Bunuel,
In the question, we are talking about integers so why are we not considering negative values. Wouldn't the statements be insufficient in that case. Can you please explain why negative integers are out of scope
