【GRE考满分题库检索】GRE 题目搜索_数学

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题目内容
f(x)=($$x^{2}$$-x)(x-2) Quantity A The sum of all the x-intercepts of f(x) Quantity B 2
In a circle, the center lies on the Point (-5, 2), while Point (6, 4) lies on the circle. What`s the diameter of the circle?
The distance between point (a, 2) and point (b, 6) is 5. Quantity A: \|a-b\| Quantity B: 3
In a circle, the center lies on the Point (4, 6). If SR is a diameter, Point S (6, 8) and Point R lie on the circle, then what`s the y-coordinate of Point R?
Parallelogram OPQR lies in the xy-plane, as shown in the figure above. The coordinates of point P are (2, 4) and the coordinates of points Q are (8, 6). What are the coordinates of point R?
Quantity A: w+d Quantity B: c+z
In the xy-plane, triangular region R is bounded by the lines x = 0, y = 0, and 4x + 3y = 60. Which of the following points lie inside region R ? Indicate all such points
y=2$$x^{2}$$+7x-3 Quantity A x Quantity B y
The figure shows the graph of the equation y=k-$$x^{2}$$, where k is a constant. If the area of triangle ABC is $$\frac{1}{8}$$, what is the value of k? Give your answer as a decimal.
$$y_1=2x^{2}-2$$, $$y_2=-2x^{2}-2$$, How many points of intersection do $$y_1$$ and $$y_2$$ have?
If 0< x < y <10, then A (x, y) represents the area of the region bounded by the number line, the semi-circle, and the vertical segments at x and y, as indicated by the shaded region. 0 < a < b < c < 10 Quantity A A (a, b) + A (b, c) Quantity B A (a, c)
In the xy-plane, points (-4, 0) and point (4, 0) lie on a circle C. Quantity A The radius of circle C Quantity B 4
(4, 6) is the center of the circle above. Quantity A The radius of the circle Quantity B 6
P, Q, and T are three distinct points in a plane. Quantity A The number of lines in the plane that pass through points P, Q and T Quantity B 1
In the figure above, line k is parallel to line m. What is the value of y? Give your answer as a decimal.
In the figure above, if m \|\| k and s=t+30, then t=
Lines l and m below are parallel. Find the values of y.
Quantity A x Quantity B y
In the figure below, AC = BC. Find the values of x and y.
In the figure below, what is the relationship between x, y, and z?