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ASVAB Arithmetic Reasoning Practice Test: Fact-Finding
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Avg score: 60% Most missed: “With a ratio of 16 horses to 9 dogs, how many dogs would there be if there were …”
The Arithmetic Reasoning subtest on the ASVAB measures your ability to pull information from word problems and solve mathematical concepts in real-world situations. Like the Mathematics Knowledge subtest, it formulates a big part of your AFQT score, and it’s also used to help determine which jobs you’ll be most suited for when you’re in the military.    The Arithmetic Reasoning subtest requires you to read a word problem, figure out what mathematical concept it’s asking you to use, and arrive at the correct answer. It includes questions that involve fact-finding, algebra, and geometry. This... Show more
ASVAB Arithmetic Reasoning Practice Test: Fact-Finding
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25 Questions

1. The school cafeteria is on a tight budget. When Mrs. Stevens bakes rolls for all the students, she needs 11 pounds of flour. The least expensive option would be
2. Notting Hill Road and Van Dorn Street intersect. On the northwest side, the streets intersect at a 131
3. A bag of rice holds 36 cups, and each serving is images cup. How many servings are in the bag?
4. If Sergeant Jones rides his bicycle 5 miles every day, how many miles will he ride in one week?
5. Your Internet connection can transmit 50 megabits of data per second. How much data can it transmit in 11 seconds?
6. If every cup contains 8 ounces of liquid, how much liquid can you hold in 42 cups?
7. One-ninth of the books sold at a bookstore are audiobooks; images of the rest of the books are used, and the remainder of the books are new. If the bookstore has 81 new books, how many more used books are there than audiobooks?
8. If images of the student body at a school of 500 children is involved in volleyball, basketball, music, or another extracurricular activity, how many children are not involved in extracurricular activities?
9. With a ratio of 16 horses to 9 dogs, how many dogs would there be if there were 192 horses?
10. A hockey player won 74% of the games he played over the course of his career. If he played 1,200 games, how many games did he win?
11. It costs $3,120 per year for weekly housekeeping services. At the same rate, how much does weekly housekeeping cost for 12 weeks?
12. A recipe to make 10 cakes requires 24 cups of flour and four tablespoons of baking powder. If the baker needs to make only three cakes, how many cups of flour will he need?
13. A bakery made 16 wedding cakes and 24 birthday cakes. What is the ratio of wedding cakes to birthday cakes?
14. The wake-up alarm on Sachi
15. One-twelfth of Micah
16. A retailer sells clothes at a markup of 40%. If a pair of jeans costs the retailer $25, how much will the retailer charge customers?
17. Oroka bought his girlfriend a diamond ring for $1,199. The jeweler offered him insurance for 15% of the ring
18. A lawn sprinkler puts out 12 gallons of water per minute. The hose puts out 14 gallons of water per minute. How much more water does the hose put out over the course of 35 minutes?
19. Diana is training to run her first marathon, and after a month, she can run 15 miles at a pace of images miles per hour. At that pace, about how long will it take her to run 26 miles?
20. The ratio of females to males in Marine boot camp is images. In one cycle of boot camp, there are 360 recruits. How many females are there?
21. There are 16 marbles in a jar. Three marbles are red, six are blue, five are purple, and two are orange. If you reach in once, what is the probability that you will pull out a blue marble?
22. There are 100 vehicles in the barracks parking lot. Sixty of the vehicles are sports cars, 30 of the vehicles are pickup trucks, and the remaining vehicles are motorcycles. When the soldiers are released from duty, everyone gets in his or her vehicle and leaves. What is the probability of a sports car leaving second, after a motorcycle or truck has left?
23. Pascual
24. Connor Crete
25. How many passwords using six digits are possible if the first two digits must be a letter from A to Z and the last four digits must be numerals from 0 to 9?