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GMAT Quantitative Reasoning Practice Test 2
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GMAT Quantitative Reasoning Practice Test 2
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21 Questions

1. Jim’s Taxi Service charges an initial fee of $2.25 at the beginning of a trip and an additional charge of $0.35 for each 2/5 of a mile traveled. What is the total charge for a trip of 3.6 miles?
2. The square root of 636 is between which set of integers?
3. If the area of a square with sides of length 8 centimeters is equal to the area of a rectangle with a width of 4 centimeters, what is the length of the rectangle, in centimeters?
4. Two hundred multiples of seven are chosen at random, and 300 multiples of eight are chosen at random. Approximately what percentage of the 500 selected numbers are odd?
5. A coed soccer team has W women and M men on the team. If 4 women and 2 men are added to the team roster, and if one person on the team is selected at random to serve as team captain, then the probability that the team captain will be a woman can be represented as
Images
6. If 8a = 9b and ab ≠ 0, what is the ratio of Images to Images?
7. If Finn was 18 months old one year ago, how old was he, in months, x months ago?
8. (1/3 - 1/2) - 1=
9. In a sample of 800 high school students in which all students are either freshmen, sophomores, juniors, or seniors, 22 percent are juniors and 74 percent are not sophomores. If there are 160 seniors, how many more freshmen than sophomores are there among the sample of students?
10. Marcella has 25 pairs of shoes. If she loses 9 individual shoes, what is the greatest number of matching pairs she could have left?
11. If the diameter of a circle is 14, then the area of the circle is
12. If Images, where a, b, and c are each equal to 0 or 1, then x could be each of the following EXCEPT:
13. A restaurant orders 150 kg of pumpkins from the farmer’s market. The farmer fills the order with 23 pumpkins. The average mass of the first 20 pumpkins is 6.5 kg. What must be the minimum average mass of the remaining 3 pumpkins to fill the order?
14. Images
Fifty applicants for a job were given scores from 1 to 5 on their interview performance. Their scores are shown in the table above. What was the average score for the group?
15. A beaded necklace has white and brown beads only. If 2/3 of the beads are white and there are 13 brown beads in the necklace, how many beads in total are in the necklace?
16. In a sample of 800 high school students in which all students are either freshmen, sophomores, juniors, or seniors, 22 percent are juniors and 74 percent are not sophomores. If there are 160 seniors, how many more freshmen than sophomores are there among the sample of students?
17. A restaurant orders 150 kg of pumpkins from the farmer’s market. The farmer fills the order with 23 pumpkins. The average mass of the first 20 pumpkins is 6.5 kg. What must be the minimum average mass of the remaining 3 pumpkins to fill the order?
18. For any numbers a and b, a • b = ab(3 – b). If a and a • b both represent positive numbers, which of the following could be a value of b?
19. In a certain conservative mutual fund, 70 percent of the money is invested in bonds, and of that portion, 40 percent is invested in highly rated corporate bonds. If at least $1.4 million in this fund is invested in highly rated corporate bonds, what is the smallest possible total value for the mutual fund?
20. If the diameter of a circle is 14, then the area of the circle is
21. What is the twenty-third digit to the right of the decimal point when the fraction Images is written in decimal notation?

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