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题目内容
In the xy-plane, the graph of which of the following equations does NOT intersect the y-axis?
If a triangle and a square have exactly n points in common, which of the following CANNOT be the value of n?
m is an integer and 4 is a factor of 5m - 9. Which of the following must be an odd integer?
7, 9, 10, 12, 14, 15, 17, 18, 19, 21, 23

A car dealership sold a total of 165 cars for the first 11 months of a certain year, and the list shows the monthly numbers of cars sold, which are ordered from least to greatest. The dealership sold x cars for the last month of the year. If the average (arithmetic mean) of the 12 monthly numbers of cars sold is equal to the median of the 12 monthly numbers of cars sold, what is the greatest possible value of x?
The graph shows the numbers of all immigrants admitted to the United States in year Y who intended to reside in nine selected areas.



For year Y, approximately what was the median of the numbers of immigrants admitted to the United States who intended to reside in the nine areas shown?
The graph shows the numbers of all immigrants admitted to the United States in year Y who intended to reside in nine selected areas.



One immigrant is to be randomly chosen from the immigrants admitted to the United States in year Y who intended to reside in one of three areas: Chicago, Los Angeles, and New York. Approximately what is the probability that the immigrant chosen will be one who intended to reside in Chicago?
The graph shows the numbers of all immigrants admitted to the United States in year Y who intended to reside in nine selected areas.



Based on the information given, which of the following statements about the numbers of immigrants who intended to reside in the 9 areas shown are true?

Indicate all such statements.


AD=$$\frac{1}{3}$$AB

AF=$$\frac{1}{3}$$AC

BE=$$\frac{1}{3}$$BC

The sum of the areas of the shaded regions is what fraction of the area of triangle ABC above?

Give your answer as a fraction.
$$1,575$$ = ($$3^{2}$$) ($$5^{2}$$) ($$7$$)

How many positive factors does the integer $$1,575$$ have, including the factors $$1$$ and $$1,575$$?
Six identical marbles are to be distributed among 4 cups numbered 1 through 4 so that in the resulting distribution there will be at least one marble in each cup. How many different distributions are possible?
The sequence $$a_1$$, $$a_2$$,.......$$a_n$$......... is defined by $$a_1$$=1, $$a_2$$=1, and $$a_n$$= $$a_{n-1}$$+ $$a_{n-2}$$ for all integers $$n ≥ 3$$. Which of the following values are terms of the sequence?

Indicate all such values.


Quantity A

r

Quantity B

12


The tick marks on the number line shown are equally spaced.

Quantity A

v

Quantity B

6.4

Quantity A

$$\frac{\sqrt[3]{28}+\sqrt[3]{65}}{2}$$

Quantity B

3.5
c is a positive constant, and $$x^{3}-x^{2}(2+ c) + 2cx $$= 0.

Quantity A

The product of all of the different values of x that satisfy the equation

Quantity B

c
|4x - 12| = 7x +3

Quantity A

x

Quantity B

0
A group of ten students had a meeting to discuss the books that they read last summer. The median of the numbers of books read last summer by the first nine students that arrived at the meeting was 5. After the tenth student arrived at the meeting, the median of the numbers of books read last summer by the ten students was 4.5.

Quantity A

The number of books read last summer by the tenth student

Quantity B

3
$$3^{6x}=27^{3x+1}$$

Quantity A

x

Quantity B

-1


The table shows the prices of regular gasoline at four gasoline stations. A driver purchased gasoline at stations A and C. The number of gallons of gasoline purchased at station A was 20 percent greater than the number of gallons purchased at station C. The cost of the gasoline purchased at station A was approximately what percent less than the cost of the gasoline purchased at station C?

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