【GRE考满分题库检索】GRE 题目搜索_数学

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题目列表

题目内容
Quantity A $$\frac{BD}{AB}$$ Quantity B $$\frac{DC}{BC}$$
Quantity A The area of triangle PQR Quantity B The area of triangle PSR
Quantity A $$x+y$$ Quantity B $$\sqrt{(x^2+y^2)}$$
The length of the three sides of a triangle is 9, 12 and 16. Quantity A The angle opposite to the longest side of the triangle Quantity B 90°
The ratio of the length of three sides of a triangle is 3:5:7 Quantity A The degree of the largest angle in the triangle Quantity B 84°
P, Q, and R are three points in a plane that are not all on the same line. Which of the following describes the set of all points in the plane that are equally distant from points P, Q and R?
PQ=QR=QS Quantity A PS Quantity B RS
Quantity A: The length of IJ Quantity B: 5
AB∥ED,△ABC and EDC are similar triangles, and the area of △EDC equals to $$\frac{1}{9}$$ of the area of △ABC. What is the ratio of EC to AE? Give your asnwer as a fraction.
If the area of the region is 5880, then what is the perimeter of the region? (All the angles shown above are right angles)
In the xy-plane, one of the vertices of square S is the point (2, 2). The diagonals of S intersect at the point (6, 6). Quantity A The area of S Quantity B 64
The figure above represents a rectangular garden with a walkway around it. The garden is 18 feet long and 12 feet wide. The walkway is uniformly 3 feet wide, and its edges meet at right angles. What is the area of the walkway?
A flat, rectangular flower bed with an area of 2,400 square feet is bordered by a fence on three sides and by a walkway on the fourth side. If the entire length of the fence is 140 feet, then which of the following could be the length, in feet, of one of the sides of the flower bed? Indicate all such lengths.
The number of points of intersection between an equilateral triangle and a square could be (such that none of the sides would be overlapping)? Indicate all that is/are true.
The diagonal of square A and B is 10 and 20, respectively. What is the ratio of the area of square A to the area of square B? Give your answer as a fraction.
Quantity A Area of a rectangle with perimeter 20 Quantity B Area of a triangle with base 5 and height 10
Set A={2, 4, 6} Set B={2, 4, 6, 8, 10, 12} If Set A is a subset of Set M, while Set M is subset of Set B, then how many ways can Set M be constructed?
Set A consists of 40 integers, and set B consists of 150 integers. The number of integers that are in both set A and set B is 20. Quantity A The total number of integers that are in set A or set B, or both Quantity B 170
Set A has 50 members and set B has 53 members. At least 2 of the members in set A are not in set B. Which of the following could be the number of members in set B that are not in set A? Indicate all such numbers.
Among 66 students, 40 like dancing, 25 like swimming, while 6 like neither dancing nor swimming. How many of them like only dancing?