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GMAT Quantitative: Data Sufficiency Practice Test 2
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Data Sufficiency questions are exclusive to the GMAT.

Each Data Sufficiency question poses a question, followed by two statements. Your task is to evaluate the statements to determine at what point there is or is not sufficient information to answer the question.

Unlike the Problem Solving questions, you do not actually have to answer the question posed. Instead, you select one of five fixed answer choices that offer different options about the sufficiency of the information provided in the two statements. 

GMAT Quantitative: Data Sufficiency Practice Test 2
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25 Questions

1. A coin bank contains only dimes and quarters. How many quarters are in the coin bank? (1) There are twice as many dimes as quarters in the coin bank. (2) The total face value of the coins in the coin bank is $9.90.
2. The sum of two positive integers is 21. What is the value of the larger integer? (1) The product of the two integers is 104. (2) The larger integer is a prime number.
3. If x0-->, what is the value of k? (1) 34x+k3x=1x--> (2) kx=2-->
4. Tek has two routes that he normally takes when he drives to work. He always drives the same speed regardless of which route he takes. What is the difference in the distances to and from work between route 1 and route 2? (1) It takes one hour for Tek to drive round-trip to and from work using route 1. (2) It takes 40 minutes for Tek to drive round-trip to and from work using route 2.
5. Of a faculty of 90 high school teachers, how many have masters degrees? (1) The number of teachers on the faculty who do not have masters degrees is 15--> the number who do have masters degrees. (2) The number of teachers on the faculty who have masters degrees is 60 more than the number who do not have masters degrees.
6. A pair of athletic shoes that usually sells for $170 is marked down for a clearance sale. If the sales tax rate is 8 percent, how much does the customer pay for the marked-down shoes, including sales tax? (1) Including sales tax, the customer saves a total of $36.72. (2) The sales tax on the marked-down price is $10.88.
7. If a and b are positive integers, what is the value of a-b-->? (1) 36a2+5a+49b2-5b=(6a)2+(7b)2+20--> (2) a2-b2=8-->
8. What is the range of the 15 numbers? (1) 13--> of the numbers equal 25. (2) The minimum value of the 15 numbers is 14--> the maximum value of the 15 numbers.
9. What is the value of  |x-3|-->? (1) x2-6x=16--> (2) -3<x<9-->
10. A truck and a van leave the same location at the same time traveling in opposite directions. In how many hours will the two vehicles be 405 miles apart? (1) The truck travels due east at 70 miles per hour. (2) The van travels due west at 65 miles per hour.
11. If an=a1+(n-1)d-->, what is the value of a51-->? (1) a11=25--> (2) a21=45-->
12. If a is an element of {23,24,28,29,31,33,36}-->, what is the value of a? (1) a is even. (2) a is divisible by 3.
13. If m and n are integers such that mn0-->, what is the value of mn-->? (1) m-n=8--> (2) (m+n)(m-n)=0-->
14. If x2-3x+k=-30-->, what is the value of k? (1) -2--> is an element of the solution set of the given equation. (2) 5 is an element of the solution set of the given equation.
15. What is the value of x+y-->? (1) |x+y|=11--> (2) 44(x+y)=22-->
16. Does 5x-3y=0-->? (1) xy=15--> (2) 20x=12y-->
17. What is the perimeter of the triangle shown?image (1) c=7.0--> (2) a=4.2-->
18. If a, b, c, and d are positive integers, is ab>cd-->? (1) a-c>0--> (2) b-d<0-->
19. If N=100x+10y+z--> is a three-digit positive integer, is N divisible by 9? (1) x+y+z=18--> (2) N+432--> is divisible by 9.
20. Is the measure of an exterior angle of triangle XYZ equal to 140°-->? (1) The measure of angle Y is 60°-->. (2) The measure of angle Z is 70°-->.
21. Is x>y-->? (1) x=17(9125)--> (2) y=13(9124)-->
22. What is the value of x? (1) The mean (arithmetic average) of 14, 6x, x2, and 19--> is 6. (2) The range of 4, 15, x, and 10--> is 18.
23. If k is a positive integer, what is the value of k? (1) k is a prime number less than 5. (2) If f is any positive factor of k, then f+1--> is even.
24. In a certain neighborhood, 60 percent of the houses have four bedrooms, and 50 percent of the houses are more than 30 years old. If 75 percent of the houses that are more than 30 years old have four bedrooms, how many of the houses 30 years old or under do not have four bedrooms? (1) The neighborhood has 80 houses that do not have four bedrooms. (2) Of the houses having four bedrooms, 25 percent are two-story houses that are more than 30 years old.
25. What is the value of (a5+b5)2-->? (1) a-b=5--> (2) a(a+b)=81-b(b+a)-->