| Quantitative Comparison Questions |
| # | Question
 | Difficulty
| Topic
| Source
|
| 1 | The random variable X is normally distributed | Hard | Statistics and Sets Problem | OG Revised 1st Ed.; OG Revised 2nd Ed.; OG Revised 3rd Ed. |
| 2 | In a probability experiment, G and H are independent events | Very Hard | Probability | OG Quantitative Reasoning |
| 3 | AB = DE, BC = CD, BE is parallel to CD, and BC is parallel to DF. | Hard | Geometry | Manhattan GRE |
| 4 | x is a positive, odd integer. | Hard | Exponents/Roots | Manhattan GRE |
| 5 | In the right triangle PQR, X and Y are midpoints of PQ and PR respectively. | Very Hard | Geometry | Jamboree |
| 6 | Four people each roll a fair die once. | Hard | Probability/Word Problem | Manhattan GRE |
| 7 | In the semicircle above, the length of arc AC is equal to the length of arc BD | Hard | Geometry | The Princeton Review |
| 8 | In the rectangular coordinate system, segment OP is rotated counterclockwise | Hard | Geometry | OG Big Book |
| 9 | The number of days between May 30, 1917, and May 15, 1996, | Hard | Word Problem | Manhattan GRE |
| 10 | Set A consists of 35 consecutive integers. | Hard | Probability | Kaplan |
| 11 | Polygon SUVNPQ is equilateral and equiangular and TWOR is a rectangle. | Hard | Geometry | OG Big Book |
| 12 | The difference between the greatest and least possible values of n | Hard | Absolute Values/Modules | Manhattan GRE |
| 13 | The measure of the largest angle created by the intersection of line M and line N | Hard | Coordinate Geometry | Manhattan GRE |
| 14 | The areas of the two shaded regions of the circle are equal. | Hard | Geometry | OG Big Book; OG Practice Test (paper-based) |
| 15 | -1<a<0<|a|<b<1 | Hard | Inequalities | Manhattan GRE |
| 16 | Which is greater n^2 or p^2 + m^2 | Hard | Number Properties | OG Big Book |
| 17 | a + d – c – 90 | Hard | Geometry | Manhattan GRE |
| 18 | |x-2| > 3 | Hard | Absolutes Values/Modules | Manhattan GRE |
| 19 | The area of the shaded region | Hard | Geometry | OG Big Book |
| 20 | Which is greater a+b or p+q | Hard | Coordinate Geometry | Jamboree |
| 21 | A cube shaped cake is frosted on all sides except the bottom | Very Hard | Word Problem | Manhattan GRE |
| 22 | (40076)(90042) | Hard | Algebra | Greenlight Test Prep |
| 23 | In a group of 200 workers, 10% of the males smoke, and 49% | Hard | Overlappin Sets | Magoosh |
| 24 | Set A contains 35 different elements. | Very Hard | Counting Methods | Others, Please Specify |
| 25 | AB is the Diameter and point O is the center of the circle shown above | Very Hard | Geometry | Others, Please Specify |
| 26 | Which is greater b^2+2ad or (a+d)^2 - c^2 | Hard | Geometry | Others, Please Specify |
| 27 | A set has exactly five consecutive positive integers | Hard | Number Properties | Nova's |
| 28 | (0.82)^2 (0.82)^3 | Hard | Exponents/Roots | OG Big Book; OG Practice Test (paper-based) |
| 29 | x and y are integers greater than 5. | Hard | Algebra | Magoosh |
| 30 | Set A consists of 350 consecutive multiples of 2. | Hard | Statistics and Sets Problem | Manhattan GRE |
| 31 | Brand R coffee costs $3.25 per pound and brand T coffee costs $2.50 per pound. | Hard | Word Problem | OG Big Book |
| 32 | The equation of the parabola shown in the figure above is | Hard | Coordinate Geometry | Others, Please Specify |
| 33 | The integers x and (x - 1) are not divisible by 4. | Hard | Number Properties | Manhattan GRE |
| 34 | At noon of a certain day, when 5 pens and 3 pencils were placed in a drawer | Hard | Fractions/Ratios/Decimals | Kaplan |
| 35 | |a| > |d| | Hard | Exponents/Roots | Manhattann GRE |
| 36 | The reciprocal of x’s non-integer decimal part equals | Hard | Fractions/Ratios/Decimals | Manhattann GRE |
| 37 | ab>0 | Hard | Absolute Values/Modules | Manhattann GRE |
| 38 | Area of circle inscribed in a triangle | Hard | Geometry | Others, Please Specify |
| 39 | The 20 people at a party are divided into n mutually | Hard | Word Problem | Others, Please Specify |
| 40 | x is an integer. | Very Hard | Exponents/Roots | Manhattan GRE |
| 41 | x is a non-negative number and the square | Hard | Absolute Values/Modules | Manhattan GRE |
| 42 | Rectangle A has twice the area of Rectangle B | Hard | Geometry | Manhattan GRE |
| 43 | x>z | Hard | Numbers Properties | OG Big Book |
| 44 | A certain company has 200 employees, | Hard | Word Problem | Magoosh |
| 45 | Machine X and machine Y are the only two machines used to fill bottles | Hard | Work/Rate Problem | Others, Please Specify |
| 46 | In the sequence above, each term | Hard | Sequences | Manhattan GRE |
| 47 | The scores on a given history test are normally distributed | Hard | Statistics and Sets Problem | Kaplan |
| 48 | A group of students took an exam that was scored | Hard | Statistics and Sets Problem | Manhattan GRE |
| 49 | Circumference of the front wheel of a cart | Hard | Distance/Rate Problems | Others, Please Specify |
| 50 | A rectangular solid with dimensions X | Very Hard | Geometry | Others, Please Specify |
| 51 | n is an integer. | Hard | Exponents/Roots | Manhattan GRE |
| 52 | sum of all possible values of x | Very Hard | Algebra | Others, Please Specify |
| 53 | O is the center point of the circle in the figure | Hard | Geometry | Manhattan GRE |
| 54 | The average (arithmetic mean) of a, b, c, d, e, | Very Hard | Statistics and Sets Problem | Others, Please Specify |
| 55 | B^2+2AD or (A+D)^2-C^2 | Hard | Geometry | Manhattan GRE |
| 56 | Within rectangle ACDF, both ABGH and BCDE are squares, | Hard | Geometry | Manhattan GRE |
| 57 | The random variable X has a normal distribution with a mean of 70. | Hard | Inequalities | Kaplan |
| 58 | Which is greater PS or RS | Hard | Geometry | Others, Please Specify |
| 59 | x and y are positive integers such that | Very Hard | Exponents/Roots | Manhattan GRE |
| 60 | John rolls a fair six-sided die with faces numbered 1 through 6 twice. | Hard | Probability | Others, Please Specify |
| 61 | A survey measures the heights of 900 people | Hard | Statistics and Sets Problem | Kaplan |
| 62 | The area of the shaded region | Hard | Geometry | OG Big Book |
| 63 | The units digit of J vs The units digit of K | Hard | Arithmetic | Greenlight Test Prep |
| 64 | Santa visited an orphanage housing 13 children | Hard | Word Problem | Others, Please Specify |
| 65 | 22 percent of X | Very Hard | Numbers Properties | Magoosh |
| 66 | The product of the odd integers between -8 to 8 | Hard | Divisibility/Multiples/Factors | Others, Please Specify |
| 67 | The product of the odd integers between -8 to 8 | Hard | Divisibility/Multiples/Factors | Others, Please Specify |
| 68 | In a distribution of the values of the variable x, | Hard | Statistics and Sets Problem | Others, Please Specify |
| 69 | l/m+n=m/n+l | Hard | Fractions/Ratios/Decimals | Nova's |
| 70 | (x^y) * (x^2)=x^6 | Hard | Exponents/Roots | Others, Please Specify |
| 71 | Top-Notch Landscaping must mow sixteen 0.75-acre | Hard | Work/Rate Problem | Kaplan |
| 72 | 2 sides in both the triangles ABC and DEF are 5 and 10 respectively. | Hard | Geometry | Others, Please Specify |
| 73 | A plumber is twice efficient than his apprentice. | Hard | Work/Rate Problem | Others, Please Specify |
| 74 | In a lot of CMW cars, | Very Hard | Probability | Others, Please Specify |
| 75 | In the xy-plane,C and D | Hard | Geometry | Others, Please Specify |
| 76 | The ratio of y to c is equal to the ratio of x to b. x, y, b | Hard | Algebra | Kaplan |
| 77 | Set A consists of four distinct numbers; set B consists of | Very Hard | Statistics and Sets Problem | Manhattan GRE |
| 78 | The probability that event A occurs and event B | Hard | Probability | Kaplan |
| 79 | x is an integer. | Hard | Absolute Values/Modules | Others, Please Specify |
| 80 | The ratio of the area of the larger square | Hard | Geometry | Manhattan GRE |
| 81 | which is greater 5 or z | Hard | Geometry | Others, Please Specify |
| 82 | Lines m and n intersect to the right of the picture | Hard | Geometry | Manhattan GRE |
| 83 | The area of region | Hard | Geometry | Others, Please Specify |
| 84 | Point C is the midpoint | Hard | Coordinate Geometry | Others, Please Specify |
| 85 | Jorge's bank statement showed a balance | Hard | Word Problem | Others, Please Specify |
| 86 | The heights of boys in a school are normally | Hard | Statistics and Sets Problem | Others, Please Specify |
| 87 | which one of the following must be true? | Hard | Algebra | Others, Please Specify |
| 87 | which one of the following must be true? | Hard | Algebra | The Princeton Review |
| 88 | An apartment building has apartments numbered | Very Hard | Probability | Kaplan |
| 89 | Circumference of the circle with center O | Hard | Geometry | Others, Please Specify |
| 90 | AB or AE | Hard | Geometry | Others, Please Specify |
| 91 | ABCDEF is a regular hexagon inscribed in circle O | Hard | Geometry | Others, Please Specify |
| 92 | The set of solutions for the equation | Very Hard | Algebra | Others, Please Specify |
| 93 | H is the midpoint of IG | Hard | Geometry | PowerPrep Free Test 2 |
| 94 | The frequency distributions shown above represent | Hard | Data Analysis | PowerPrep Free Test 2 |
| 95 | In the course of an experiment, 95 measurements were recorded | Hard | Data Analysis | OG Revised 3rd Ed |
| 96 | For all integers | Hard | Fractions/Ratios/Decimals | Others, Please Specify |
| 97 | D, E, and F are midpoints of the sides | Hard | Geometry | OG Big Book |
| 98 | If 0 < y < x, then which of the following | Very Hard | Fractions/Ratios/Decimals | Greenlight Test Prep |
| 99 | Let x=3 , if x is an odd integer | Hard | Strange Symbols | OG Big Book |
| 100 | In a certain parking lot, 3% of the cars are towed for parking | Very Hard | Overlapping Set | Others, Please Specify |
30 May 2021, 11:33 
