【GRE考满分题库检索】GRE 题目搜索_数学

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题目内容
If lines s and t shown are parallel, how many points in the plane of these lines are equidistant from all three lines?
Quantity A $$x+y$$ Quantity B $$200$$
Triangle RST is an isosceles triangle, and the degree measure of angle $$S$$ is greater than the degree measure of angle $$R$$. Quantity A $$RS$$ Quantity B $$ST$$
In triangle $$RST$$, the measure of angle R is $$60°$$ and the measure of angle T is $$45°$$. lf p is a point on line segment $$RT$$ such that $$SP⊥RT$$, the length of which of the following line segments is least?
In the figure the small rectangular region represents a flower garden with dimensions $$x$$ feet by $$y$$ feet, and the shaded region between the two rectangles shown represents a walkway 4 feet wide around three sides of the garden. Which of the following represents the area of the walkway, in square feet?
The circle shown has center O and radius 27. Quantity A The length of arc RST Quantity B $$15π$$
The two circles in the figure shown have a common center at O, the area of the shaded region is 40π, and the measure of angle AOC is $$90°$$. Quantity A The circumference of the smaller circle Quantity B The length of arc ABC
If even integer $$x$$ is divisible by positive odd integer $$y$$, then $$x^2$$ must be divisible by
If even integer $$x$$ is divisible by positive odd integer y, then $$x^2$$ must be divisible by
If $$n$$ is an integer, then $$n^3-n$$ must be divisible by which of the following?
When the positive integer n is divided by 5, the remainder is 3. Quantity A The remainder when 2n is divided by 10 Quantity B $$6$$
If n acres of land can be irrigated with g gallons of water, how many acres of land can be irrigated at this rate with 1,000 gallons of water?
On the number line, point $$A$$ has coordinate $$y$$ and point $$B$$ (not shown) has coordinate $$x$$. The distance between $$A$$ and $$B$$ is equal to $$y^2$$. Quantity A $$x$$ Quantity B $$0$$
Quantity A The number of even integers n such that $$\|n-30\| \lt 6$$ Quantity B $$5$$
A local store combined two consecutive discounts into a single discount. If the two consecutive discounts were 20 percent off the retail price and then 40 percent off the discounted price, what is the single discount off the retail price that is equivalent to the two consecutive discounts?
A large cube and a small cube are made of granite of uniform density. The large cube has edges of length 1.2 meters and weighs 4,752 kilograms. If the small cube has edges of length 10 centimeters, what is the weight, in grams, of the small cube?
$$\frac{4(10^{-1})+3(10^{-2})+6(10^{-3})}{0.00436}=$$
If $$-1 \lt x \lt 0$$, which of the following inequalities must be true?
The cost to rent a car from Agency $$B$$ is $4.00 a day plus $0.15 per mile driven, and the cost to rent a car from Agency $$C$$ is $20.00 a day plus $0.05 per mile driven. A car is to be rented for one day and driven x miles. If the cost of renting the car from Agency $$B$$ will be less than the cost of renting the car from Agency $$C$$, which of the following could be the value of $$x$$? Indicate all such values.
In the $$xy$$ -plane, line k has a positive $$x$$ -intercept and a slope of $$2$$. Which of the following equations represents a line that intersects line k at a point above the x-axis?