GRE考满分·题库

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题目内容
The anthropologist ______ the claim that the Neanderthal remains must represent an immediate family because they belong to the same mitochondrial lineage, noting that some chimpanzees with identical mitochondrial are not closely related.
While the current coffee craze was sparked by the emergence of flavorful, high-quality gourmet varieties, a slew of studies suggesting that concerns about coffee`s health effects may be _____ have nurtured the trend.
The series of documentaries certainly does not promote the country`s recent diplomatic initiatives; in fact, some of the films appear to be _____ those initiatives.
Given the _____ of solid case studies of environment degradation, this new study adds very little to our knowledge of the field.
A hallmark of certain nineteenth-century mystery novels was the reform agenda of their authors, who ostensibly sought to expose economic injustice while depicting the seamy underside of urban life. In reality, however, these claims to a radical political agenda were often (i)_____ meant to give lurid thrillers the appearance of (ii)_____.
When the United States government created the Post Office at the founding of the republic, it didn't invite rival postal firms to compete; in fact, it created a monopoly. That monopoly, however, was (i)_____ free expression because of policies Congress adopted, which (ii)_____ the circulation of newspapers irrespective of their viewpoint and spread postal service throughout the country.
Behavior dubbed reprehensible by the residents of the region is considered conventional, even ______ by those of the neighboring region; fortunately, people traveling between the two are resigned to this disparity.
At a certain company, employees who earn $20.00 per hour will be given an increase of $1.00 per hour. For each of the other employees, either the employee will be given an increase of $1.00 per hour or the employee will be given a percent increase equal to the percent increase that will be given to the employees who earn $20.00 per hour, whichever results in a larger increase for that employee. Which of the following statements are true?

Indicate all such statements.
$$\frac{60!-59!}{58!}=$$
The functions f and g are defined by f (x) = |2x +1| and g(x)=3 for all numbers x. What is the least value of c for which f (c) = g (c)?
On his trip to the airport, Grant drove a total of 9 miles. His average speed on the trip was x miles per hour, where 30 ≤ x ≤ 35. Which of the following could be the total number of minutes that Grant took to make the trip?
Indicate all such numbers of minutes.
A research report states that the average (arithrmetic mean) of 120 measurements was 72.5, the greatest of the 120 measurements was 92.8, and the range of the 120 measurements was 51.6.
The information given above is sufficient to determine the value of which of the following statistics?
Indicate all such statistics.
In the xy-plane, C and D are circles centered at the origin with radii $$\sqrt{17}$$ and $$\sqrt{5}$$, respectively.

Quantity A

The number of points (a, b) on circle C where both a and b are integers

Quantity B

The number of points (a, b) on circle D where both a and b are integers
In a distribution of the values of the variable x, the 50th percentile is 48.5 and the 60th percentile is 56.5.

Quantity A

The 40th percentile of the distribution of the values of x

Quantity B

40.5


The figure shows the design of a mosaic tile in which the four sides of the square are the diameters of four intersecting semicircles. Small blue stones are to be placed in the shaded regions and will cover 95 percent of the area of these regions. If each side of the square has length 2 feet, approximately how many square feet of the tile will be covered by the blue stones?
If -8 ≤ h ≤ 10 and h+m=-4, what is the least possible value of mh?
n is a positive integer, x is the units digit of $$7^{n}$$, y is the units digit of $$3^{n}$$

Quantity A

|x-y|

Quantity B

3
R and t are positive integers If r=50-t, then what could be the greatest possible median of r, t and 28?
A student attended 3 tests with every score is an integer between 0 and 100(inclusive), and the average score of the 3 scores is 75. What is the greatest possible range between the3 scores?
3x+y=12

x+$$\frac{y}{3}$$=4

Quantity A

x

Quantity B

y

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