In the xy-plane, two circles C and R are drawn such that Circle C has its center at the origin and radius equal to 5 and Circle R has its center at (2, 3) and radius equal to 5. Which Leer más…
Categoría: Geometry level 500-600
In the xy-plane, two circles C and R are drawn such that Circle C has its center at the origin and radius equal to 5 and Circle R has its center at (2, 3) and radius equal to 5. Which of the following is the equation of the line that passes through the intersection points of circles C and R?
In the xy-plane, the center of a circle is located at (−8, −11). The point (−8, −8) lies inside the circle, and the point (−11, −7) lies outside the circle. If the circle’s radius is an integer, what is its area?
In the xy-plane, the center of a circle is located at (−8, −11). The point (−8, −8) lies inside the circle, and the point (−11, −7) lies outside the circle. If the circle’s radius is an integer, what is its Leer más…
The slope of a line containing points (2, –3) and (4, p) is –1. What is the value of p?
The slope of a line containing points (2, –3) and (4, p) is –1. What is the value of p? A. –6 B. –5 C. 1 D. 5 E. 12
Given that a straight line in the xy-plane passes through the point (3,48) in the first quadrant and intersects the positive x- and y-axes at points P and Q respectively. Let O designate the origin. Find the minimum value of OP×OQ.
Given that a straight line in the xy-plane passes through the point (3,48) in the first quadrant and intersects the positive x- and y-axes at points P and Q respectively. Let O designate the origin. Find the minimum value of Leer más…
A triangle in the xy-coordinate plane has vertices with coordinates (7, 0), (0, 8), and (20, 10). What is the area of this triangle?
A triangle in the xy-coordinate plane has vertices with coordinates (7, 0), (0, 8), and (20, 10). What is the area of this triangle? A. 72 B. 80 C. 87 D. 96 E. 100
Given the points 𝐴 (2, 9), 𝐵 (−3, 1) and 𝐶 (10, −2), Which of the following points could be the fourth vertex of parallelogram 𝐴𝐵𝐶𝐷?
Given the points 𝐴 (2, 9), 𝐵 (−3, 1) and 𝐶 (10, −2), Which of the following points could be the fourth vertex of parallelogram 𝐴𝐵𝐶𝐷? A. (8,−11) B. ( 5,8 ) C. (15,6 ) D. (5,−6) E. None of Leer más…
What is the least possible distance between a point on the circle x2+y2=1 and a point on the line y=(3/4)∗x−3?
What is the least possible distance between a point on the circle x2+y2=1 and a point on the line y=(3/4)∗x−3? A. 1.4 B. √2 C. 1.7 D. √3 E. 2.0
In the figure above, what is the value of x?
GMAT QUANT 3-D Geometry Questions ANGLES Difficulty: 500 – 600 Level, Geometry. Problem Solving In the figure above, what is the value of x? A) 18 B) 30 C) 36 D) 40 E) 45
A circular cloth with a diameter of 20 inches is placed on a circular tray with a diameter of 24 inches. What fraction of the tray’s surface is NOT covered by the cloth?
GMAT QUANT Geometry Questions CIRCLE. Difficulty: 500 – 600 Level, Geometry, Source: GMAT Prep A circular cloth with a diameter of 20 inches is placed on a circular tray with a diameter of 24 inches. What fraction of the tray’s Leer más…
Approximately 90 percent of the volume of a certain cube that is floating in a tank of water is beneath the surface. If 6.4 cubic centimeters of the cube is above the surface of the water, what is the approximate length, in centimeters, of an edge of the cube?
GMAT QUANT Problem Solving, Difficulty: 500 – 600 Level, Geometry VOLUME, CUBE, Percent And Interest Problems, Source: GMAT Prep Approximately 90 percent of the volume of a certain cube that is floating in a tank of water is beneath the Leer más…