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16 May 2018, 06:11
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aaronhew
This question is fairly difficult.
Given me a chance to rate this question, I would rate it as 700 difficulty level question. Although every question on GMAT CLUB has difficulty level tagged in it.
11 Jun 2018, 23:49
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BANON
Statement 1:
Lines n and p intersect at the point (5 , 1)
There can be infinite lines passing through (5,1), we don't know which are lines n & p. Hence we cannot answer the question about their slopes.
Statement 1 alone is Not Sufficient.
Statement 2:
The y-intercept of line n is greater than the y-intercept of line p
The lines can be passing through any quadrant, irrespective of how their y intercepts compare to each other, hence their slopes will vary.
Statement 2 alone is not Sufficient.
Combining the 2 statements.
We have. Two specific lines, passing through point (5,1), with y intercept of one greater than the other.
This is enough information to imagine their slopes.
Combing the 2 statements is Sufficient.
Answer C.
Thanks,
GyM
saukrit
Joined: 05 Jul 2018
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02 Jun 2019, 22:01
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Statement 1 alone clearly is insufficient as either of the lines can have a higher slope if they intersect at (5,1)...Strike off A and D
Statement 2 alone also is insufficient as if y intercept of one line is greater, that tells nothing about the slope as the 2 lines may be parallel or may intersect on the left side or the right side of y axis. Hence Strike of B too
Statement 1 and 2 together definitely will suffice to find which line has a higher slope as the one which has larger y intercept will have a bigger slope (-y/x). Hence Answer is C
Statement 2 alone also is insufficient as if y intercept of one line is greater, that tells nothing about the slope as the 2 lines may be parallel or may intersect on the left side or the right side of y axis. Hence Strike of B too
Statement 1 and 2 together definitely will suffice to find which line has a higher slope as the one which has larger y intercept will have a bigger slope (-y/x). Hence Answer is C
