Test Prep ASVAB Section two : Arithmetic Reasoning ASVAB Section 2: Arithmetic Reasoning Exam Questions in PDF

Free Test Prep ASVAB Section 2: Arithmetic Reasoning Dumps Questions (page: 6)

A train headed south for Wichita left the station at the same time a train headed north for Des Moines left the same station. The train headed for Wichita traveled at 55 miles per hour. The train headed for Des Moines traveled at 70 miles per hour.
How many miles apart were the trains at the end of 3 hours?

  1. 210 miles
  2. 165 miles
  3. 125 miles
  4. 375 miles

Answer(s): D

Explanation:

The train headed for Wichita traveled 55 miles per hour × 3 hours = 165 total miles. The train headed for Des Moines traveled 70 miles per hour × 3 hours = 210 total miles. Adding the distances together gives you the number of miles apart the two trains were after three hours: 210 + 165 = 375. Another option: You can add the two rates of speed (55 + 70) and multiply the sum by 3 hours (125 × 3 hours = 375).



A carpenter needs to cut four sections, each 3-feet 8-inches long, from a piece of molding. If the board is only sold by the foot, what’s the shortest length of board she can buy?

  1. 15 feet
  2. 14 feet
  3. 16 feet
  4. 12 feet

Answer(s): A

Explanation:

Convert the mixed number to inches. 3 feet 8 inches equals 44 inches (12 inches per foot × 3 feet = 36 inches + 8 inches = 44 inches). 44 inches (length each section needs to be) × 4 (number of sections needed) = 176 inches (total molding needed). To determine the amount of molding needed in feet, convert 176 inches into feet by dividing 176 inches by 12 inches. You get 142⁄3 feet, so the shortest board length is 15 feet.



Kiya had a coupon for 10% off one frozen turkey breast. The turkey breasts cost $8.50 each, and Kiya bought two.
How much did she pay?

  1. $16.15
  2. $17.00
  3. $15.30
  4. $7.65

Answer(s): A

Explanation:

One turkey breast costs $8.50 minus 10% of $8.50, or $8.50 – $0.85 = $7.65. The other turkey breast is full price. $7.65 + $8.50 = $16.15.



A recruiter travels 1,100 miles during a 40-hour workweek.
If she spends 2⁄5 of her time traveling, how many hours does she spend traveling?

  1. 22
  2. 51⁄2
  3. 16
  4. 8

Answer(s): C

Explanation:

Don’t let the number of miles traveled confuse you – you don’t use them to solve the problem. 2⁄5 of a 40-hour workweek is 2⁄5 × 40⁄1 = 80⁄5. Reduce the fraction: 80 ÷ 5 = 16 hours per week spent traveling.



Your car uses gasoline at the rate of 21 miles per gallon.
If gasoline costs $2.82 per gallon, and you drive for 7 hours at a speed of 48 miles per hour, how much will you pay for gasoline for the trip?

  1. $38.18
  2. $45.12
  3. $47.73
  4. $59.27

Answer(s): B

Explanation:

Your first step is to determine the number of miles traveled. Multiply the rate of travel by the time. 48x × 7 = 336 miles. The amount of gas used is the total miles driven, divided by the number of miles per gallon. 336 ÷ 21 = 16 gallons of gasoline used. At the price of $2.82 per gallon, you spent $45.12 for gas ($2.82x × 16 = $45.12).



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