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line k has a positive slope m and passes through the point

Expert replies
by Prjwl99 » Wed Feb 18, 2015 1:37 am
The line k has a positive slope m and it passes through the point( -4,6). the area of the triangle formed by k, the x axis and y axis is 54 square units. What is the possible value for m?
a)1/4
b)3/4
c)5/4
d)7/4
e)cannot be determined

the ans is B

Could anyone please explain the method for reaching the answer
thanks in advance
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Source: — Problem Solving |

by GMATGuruNY » Wed Feb 18, 2015 8:18 am
Prjwl99 wrote:The line k has a positive slope m and it passes through the point( -4,6). the area of the triangle formed by k, the x axis and y axis is 54 square units. What is the possible value for m?
a)1/4
b)3/4
c)5/4
d)7/4
e)cannot be determined
Since the area of the triangle is 54, we get:
(1/2)bh = 54.
bh = 108.

Always look for SPECIAL TRIANGLES.
Answer choice B implies a RISE OF 3 UNITS for every RUN OF 4 UNITS.
A vertical change of 3 and a horizontal change of 4 suggests a 3-4-5 triangle.
Check whether the triangle could be a multiple of a 3-4-5 triangle:
3-4-5
6-8-10
9-12-15
12-16-20.

In the option in red, bh = 12*9 - 108.
If the triangle has a base of 12 and a height of 9, we get the following figure:
Image
Here, the equation of line k is y = (3/4)x + 9.
Since all three points -- (-12, 0), (-4, 6) and (0, 9) -- are on this line, the figure above is valid.
Thus, a slope of 3/4 is a possible value for m.

The correct answer is B.
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by prachi18oct » Thu Feb 19, 2015 11:50 am
HI GMATGuruNY

We are considering only if the answer among one of the options is possible. Is that the only reason that we
are not considering the figure with base as 9 and height as 12 ?

I believe since one of the answer choices given is possible so we should not for other possibilities.
Is that correct?
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by GMATGuruNY » Thu Feb 19, 2015 2:30 pm
prachi18oct wrote:HI GMATGuruNY

We are considering only if the answer among one of the options is possible. Is that the only reason that we
are not considering the figure with base as 9 and height as 12 ?
We are trying to determine whether 3/4 is a possible slope for line k.

A height of 9 and base of 12 imply the desired slope.
If h=9 and b=12, we get:
(vertical change)/(horizontal change) = 9/12 = 3/4.

A height of 12 and a base of 9 do NOT imply the desired slope.
If h=12 and b=9, we get:
(vertical change)/(horizontal change) = 12/9 = 4/3.

Thus, to determine whether 3/4 is a possible slope for line k, we are considering only h=9 and b=12.
I believe since one of the answer choices given is possible so we should not for other possibilities.
Is that correct?
The question stem asks:
Which of the following could be the value of m?
Since it is possible that m=3/4, there is no need to evaluate the other answer choices.
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