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题目内容
In the passage, architects are discussed with respect to each of the following EXCEPT the
The author of the passage implies which of the following about the fine arts?
Which of the following hypothetical examples most clearly exemplifies Western art historians approach to architecture as that approach is described in the third paragraph of the passage?
The force of the evidence cited in the passage is most seriously weakened if which of the following is true?
The author of the passage is primarily concerned with
The passage suggests that the author of the passage regards the ethnohistorical approach as
According to the passage, each of the following is a potential problem for proponents of ethnohistory EXCEPT:
2x + 5 = 3x - 7 Quantity A 2x+4 Quantity B 3x-6
List K consists of 9 positive integers. In list K, the range of the integers is 20, the mode of the integers is 3, and the median of the integers is 7. Quantity A The average (arithmetic mean) of the integers in list K Quantity B 13
x is the radius of a circular region with circumference 14$$\pi$$, and y is the radius of a circular region with area 16$$\pi$$. Quantity A x Quantity B y
An amount of 10,000 dollars invested for one year at y percent simple annual interest will earn m dollars in interest, where m > 0. An amount of x dollars invested for one year at 2y percent simple annual interest will earn $$\frac{m}{2}$$ dollars in interest. Quantity A x Quantity B 5,000
When the positive integer n is divided by 3, the remainder is 2, and when n is divided by 7, the remainder is 5. Quantity A n Quantity B 29
Quantity A The length of the fourth side of a quadrilateral if the length of each of the other three sides is 3 Quantity B 3
n is the greatest integer for which $$252^{5}$$ is divisible by $$ 6^{n} $$. Quantity A n Quantity B 10
In a group of 50 students, 15 students enjoy board games and 20 students enjoy video games. Which of the following could be the number of students who enjoy both board games and video games? Indicate all such numbers.
Machines G and H cut sheets of plastic into pieces that are used in car manufacturing. Working alone at its constant rate, machine G cuts 10 sheets of plastic in 8 minutes. Working alone at its constant rate, machine H cuts 20 sheets of plastic in 24 minutes. How many minutes does it take machines G and H, working simultaneously at their respective constant rates, to cut a total of 30 sheets of plastic?
List L consists of 50 different values. The average (arithmetic mean) of the values in L is 10. List K is created by adding 3 to each value in L. List G is created by multiplying each value in K by 4 and then subtracting 12 from each product. How much greater is the average of the values in G than the average of the values in L?
If $$x^{2}$$=b and $$ y^{2}$$=q, where x and y are greater than 0, which of the following is equal to $$(x+y)^{2}$$?
A square with sides of length 12 is partitioned into three regions, two of which are triangles and one of which is a trapezoid, as shown in the figure. One base of the trapezoid is a diagonal of the square, and the other base of the trapezoid connects the midpoints of two adjacent sides of the square. Which of the following is closest to the height of the trapezoid?
The volume V of water in each of the lakes is estimated using the formula V=$$\frac{1}{3}Ah$$, where A is the surface area and h is the maximum depth of water. If these estimates were listed from greatest to least, which lake's estimated volume would be second on the list? (1 mile = 5.280 feet)

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