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GMAT Problem-Solving Practice Test 2
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GMAT Problem-solving questions consist of topics such as arithmetic, algebra, geometry, and more. 
Approximately 18 – 20 questions are there.

GMAT Problem-Solving Practice Test 2
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20 Questions

1. In a cooking contest, five judges score each contestant. To calculate a contestant’s final score, the judges discard the highest number and lowest number, and then they take the arithmetic average of the remaining numbers. The five judges score a contestant as 6.3, 7.1, 6.4, 6.5, and 6.2. What is the contestant’s final score?
2. ImagesWhich expression is equivalent to the preceding expression?
3. A chemist is making a 50% alcohol solution. How many milliliters of distilled water must the chemist add to 600 milliliters of an 80% alcohol solution to obtain a 50% solution?
4. In a cooking contest, five judges score each contestant. To calculate a contestant’s final score, the judges discard the highest number and lowest number, and then they take the arithmetic average of the remaining numbers. The five judges score a contestant as 6.3, 7.1, 6.4, 6.5, and 6.2. What is the contestant’s final score?
5. ImagesWhich expression is equivalent to the preceding expression?
6. ImagesFrom the preceding information given, which statement is true about the equation ax2 + bx + c = 0?
7. ImagesIn the preceding figure, angles b and c are supplementary. Which statement must be true?
8. Angles a and b are complementary angles, and angles c and d are complementary angles. If angles a and d are congruent, which statement must be true?
9. A truck leaves a location traveling due east at a constant speed of 50 miles per hour. One hour later a car leaves the same location traveling in the same direction at a constant speed of 70 miles. If both vehicles continue in the same direction at their same respective speeds, how many hours will it take the car to catch up to the truck?
10. ImagesIn the preceding figure, angles b and c are supplementary. Which statement must be true?
11. What is the units digit of 3102?
12. ImagesFrom the preceding information given, which statement is true about the equation ax2 + bx + c = 0?
13. Quinn wants a trendy but expensive toy. It goes on sale at a local toy store for 15% less than the original price. Before Quinn can buy the toy, however, the toy store raises the price by 20%. If the 15%-off sale price was $119, the final price is what percent of the original price?
14. Points R, P, and S lie above line segment Images in the relative order given. Line segment Images is perpendicular to line segment Images at the point Q. Hence, Point R lies to the left of Images and point S lies to its right. The segment Images bisects ∠RPS and Images. The measure of ∠PQS = 35°. What is the measure of ∠RQM?
15. ImagesFor the data shown in the preceding bar graph, what is the median rating of the new product?
16. DISTRIBUTION OF STUDENTS AT COMMUNITY COLLEGE X
BY AGE AND GENDER
ImagesThe preceding table shows the distribution of students attending Community College X by age and gender. Suppose a student is randomly selected. To the nearest hundredth, what is the probability that the student is male or 21 years or older?
17. Rhys has $7.50 in dimes and quarters. The total number of coins is 48. How many more dimes than quarters does Rhys have?
18. Angles a and b are complementary angles, and angles c and d are complementary angles. If angles a and d are congruent, which statement must be true?
19. Points R, P, and S lie above line segment Images in the relative order given. Line segment Images is perpendicular to line segment Images at the point Q. Hence, Point R lies to the left of Images and point S lies to its right. The segment Images bisects ∠RPS and Images. The measure of ∠PQS = 35°. What is the measure of ∠RQM?
20. ImagesFor the data shown in the preceding bar graph, what is the median rating of the new product?

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