I really cannot understand how the answer is C!
1. says x intercpet is twice of y , so for a line with equation y=mx+c , y intercept = c and x intercept = -c/m
so we have -c/m = 2c and here c's sign does not matter so m=-1/2
2.We dont need this information (??)
so answer according to me should be A
help
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Source: Beat The GMAT — Data Sufficiency |
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swathi8388
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Hi Sana,sana.noor wrote:What is the slope of line p?
1. x intercept is twice the y intercept
2. The line passes through the I and III quadrant
OA is C
Are you sure this question has been transcribed properly?
Also, are you sure the answer is C?
What's the source?
Cheers,
Brent
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sana.noor
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i was solving question from BTG forum and found this question...here is the link
https://www.beatthegmat.com/coordinate-g ... 57046.html
https://www.beatthegmat.com/coordinate-g ... 57046.html
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Let's call this an unknown source, since the original question does not site a source.
There are a few problems with this question.
For example, if the x intercept is twice the y intercept, we could say that the line passes through the origin (0,0), in which case the x-intercept (0) is theoretically twice the y-intercept (0).
If the line also passes through the I and III quadrants, then there could be any number of slopes.
So, we could say that the answer is E
Of course, I'm not a big fan of saying that something is "twice" another thing if those two things are both equal to zero. I don't think the test-makers are fond of this either.
My advice is that we skip this question and move along.
Cheers,
Brent
There are a few problems with this question.
For example, if the x intercept is twice the y intercept, we could say that the line passes through the origin (0,0), in which case the x-intercept (0) is theoretically twice the y-intercept (0).
If the line also passes through the I and III quadrants, then there could be any number of slopes.
So, we could say that the answer is E
Of course, I'm not a big fan of saying that something is "twice" another thing if those two things are both equal to zero. I don't think the test-makers are fond of this either.
My advice is that we skip this question and move along.
Cheers,
Brent


















