#### 题目列表

A rectangular shipping container has dimensions of 23 feet by 29 feet by 37 feet. What is the longest distance between any two corners of the container, rounded to the nearest foot?
What is the surface area, in square inches, of a box that measures 29 inches by 37 inches by 47 inches?_____
If the volume of a cube is 125, then the total area of 2 of its faces is
The volume of the rectangular solid above is 720. If AF = 15, which of the following is closest to the distance from C to F? A cylindrical object has a volume of 332.75π cubic inches, and its height is equal to its diameter. What is the radius of the object?_____
In the rectangular solid depicted above, AB = 6, BC = 8, CD = 5, and AE > EB > 2. Which of the following could be possible values for the volume of the shaded area?_____ If the function f is defined by f(x) = 2x + 5, what is the value of f(4) ?
Let the "par" of a rectangle be defined as one half the area of that rectangle.

#### Quantity A

The par of a rectangle with a perimeter of 24 and a width of 2

#### Quantity B

11

3, 4.5, 6, 7.5,-Each term in the sequence above is formed by adding the positive number k to the preceding term.

#### Quantity A

The eighth term in the sequence above

#### Quantity B

14

The operation denoted by the symbol →is defined for all real numbers a and b as a → b=$a\sqrt{b}$. What is the value of 3 →(2→4)?
Each of the even-numbered terms in a certain sequence is formed by multiplying the preceding term by –1. Each of the odd-numbered terms in the sequence is formed by adding 3 to the preceding term. If the first term in the sequence is 3, then what is the 168th term?

#### Quantity A

The sum of all the even integers from 18 to 36 inclusive

#### Quantity B

The sum of all the even integers from 22 to 38 inclusive

A club of 65 people includes only standard members and gold members. Of the club`s 30 gold members, 18 are men. Exactly 20 women are standard members.

#### Quantity A

The number of standard members who are men

#### Quantity B

13

x# = x2 + 3x , x§ = x2 + 2x

(x§)#

#### Quantity B

(x#)§

Mary is building a pyramid out of stacked rows of soup cans. When completed, the top row of the pyramid contains a single soup can, and each row below the top row contains 6 more cans than the one above it. If the completed pyramid contains 16 rows, then how many soup cans did Mary use to build it?
The sequence of numbers $S={s_1,s_2,s_3-}$ is defined by $s_1=2,s_2=10$, and for each positive integer n greater than or equal to 3. For example, $s_3=102$. What is the greatest value of n for which sn has 2,000 or fewer digits?
$f(x)=x^{2}+1$ g(x) = x – 2

f(g(–1))

#### Quantity B

(f(–1))

The "pluck" of a circle is defined as the area of the circle divided by π. What is the pluck of a circle with radius 5 ?_____
a is the sum of the second and third positive integer multiples of a.

5

#### Quantity B

15

A certain vent releases steam every 20 minutes. If the vent releases steam at 6:25 p.m., which of the following could be a time at which the vent releases steam?

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