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Download this complete,fully solved and updated actual exam for GRE (Quantitative)|GUARANTEED SUCCESS

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A number line is drawn ranging from thirty to ninety. Eleven evenly spaced tic marks are drawn on the number line, the first of which is labeled thirty and the last of which is labeled ninety. The ninth tic mark is labeled m. The tick marks are equally spaced. Quantity A M Quantity B 76 Quant...

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  • July 13, 2024
  • 44
  • 2023/2024
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complete,fully
solved and
updated actual
exam for GRE
(Quantitative)
A number line is drawn ranging from thirty to
ninety. Eleven evenly spaced tic marks are
drawn on the number line, the first of which is
labeled thirty and the last of which is labeled
ninety. The ninth tic mark is labeled m.
The tick marks are equally spaced.


Quantity A M
Quantity B 76 - answer Quantity A is greater.

,Quantity B is greater.


The two quantities are equal.


The relationship cannot be determined from
the information given.


There are 10 spaces of equal length on the
number line representing a length of 60 units.
Therefore, each space is equal to 6 units.
Since m is 2 spaces away from 90, m = 90 -
6(2) = 78.


Choice (A) is correct.


x<0<y+z


z≠ 0
Quantity A = y+zx

,Quantity B = yz - answer Quantity A is
greater.


Quantity B is greater.


The two quantities are equal.


The relationship cannot be determined from
the information given.


Let's first consider Quantity A. The numerator
is specified to be positive , and the
denominator is specified to be negative. The
quotient of a positive number divided by a
negative number is always negative, but the
magnitude of Quantity A cannot be
determined.


You may have been tempted to immediately
declare Quantity B to be larger, because the y
+ z is positive, but be careful. While y + z >
0, there's nothing stopping either y or z alone

, from being negative. This makes it impossible
for us to know whether Quantity B is positive,
negative, or even 0. Therefore, the
relationship cannot be determined from the
information given.


Choice (D) is correct.


Quadrilateral ABCD contains two, inscribed
circles with centers P and Q. The circles do
not overlap one another, but intersect each
other at exactly one point. Side AD has a
length of y plus four and side CD has a length
y.
The area of rectangle ABCD is 32.



Quantity A The area of the circle with center P
Quantity B 11 - answer Quantity A is greater.


Quantity B is greater.

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