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Exam (elaborations) ASVAB - ARITHMETIC

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John bought a camera on sale that normally costs $160. If the price was reduced 20% during the sale, wh at was the sale price of the camera? (a) $120 (b) $124 (c) $128 (d) $140 - correct answer-(c) $128 This question asksZyou to determine the sale price of a camera that normally sells at $160 and is discount ed 20%. To solve, determine what 20% of $160Zequals. Rewrite 20% as a decimal. 20% = 0.20. So 20% of $160 = 0.20 x $160 = $32. The sale price of the camera would be $160 - $32 = $128, choice (c) AZsubway car passes 3 stations every 10 minutes. At this rate, how many stations will it pass in one hour? (a) 15 (b) 18 (c) 20 (d) 30 - correct answer-(b) 18 First, set up the rate as a proportion, where (x) is the number of stations.

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ASVAB - ARITHMETIC
REASONING/MATHEMATICS KNOWLEDGE
QUESTIONS WITH CORRECT ANSWERS
2026
John bought a camera on sale that normally costs $160. If the price was reduced 20% during the sale, wh
at was the sale price of the camera?



(a) $120

(b) $124

(c) $128

(d) $140 - correct answer-(c) $128



This question asksZyou to determine the sale price of a camera that normally sells at $160 and is discount
ed 20%. To solve, determine what 20% of $160Zequals. Rewrite 20% as a decimal.



20% = 0.20. So 20% of $160 = 0.20 x $160 = $32.

The sale price of the camera would be $160 - $32 = $128, choice (c)



AZsubway car passes 3 stations every 10 minutes. At this rate, how many stations will it pass in one hour?



(a) 15

(b) 18

(c) 20

(d) 30 - correct answer-(b) 18



First, set up the rate as a proportion, where (x) is the number of stations.



3 stations/10 minutes = (x) stations/1 hour

,Then, convert the units.



3 stations/10 minutes = (x) stations/60 minutes



Cross multiply and solve for (x).



180 = 10(x)



18 = (x)



On a certain map, 3/4 inch represents one mile. WhatZdistance, in miles, is presented by 1 3/4 inches?



(a) 1 1/2

(b) 2 1/3

(c) 2 1/2

(d) 5 1/4 - correct answer-(b) 2 1/3



In this question, the ratio is implied: for every 3/4 inch of map there is 1 real mile, so the ratio of inches to
the miles they represent is always 3/4 to 1. Therefore, you can set up the proportion:



number of inches/ number of miles = 3/ = 3/4



Now 1 3/4 inches = 7/4 inches.



Set up a proportion:



7/4Zinches



7/4Zinches / number of miles = 3/4

,Cross-multiply:



7/4(4) = 3 (number of miles)



7= 3(number of miles)



7/3 = number of miles or 2 1/3 = number of miles



A certain box contains baseballs and golf balls. If the ratio of baseballs to golf balls is 2:3 and there are 30Z
baseballs in the box, how many golf balls are in the box?



(a) 18

(b) 20

(c) 36

(d) 45 - correct answer-(d) 45



You can express the ratio of baseballs to golf balls as 2/3. Since you know the number of baseballs, you ca
n set up a proportion: 2/3 = 30/ (x) whereZ(x) is the number of golf balls. To solve, cross-
multiply to get 2(x) = 90, or x = 45.



Four people shared a taxi to the airport. The fare wasZ$36.00, and they gave the driver a tip equal to 25%
of the fare. If they equally shared the cost of the fare and tip, how much did each person pay?



(a) $9.75

(b) $10.25

(c) $10.75

(d) $11.25 - correct answer-(d) $11.25

, The total cost of the taxi ride equals $36 + (25%Zof $36), or $36 + (.25 x $36) = $36 + $9 = $45. If four peop
le split the cost equally, then each person paid $45/4, or $11.25 each.



If a car travels 1/100 of a kilometer each second, how many kilometers does it travel in an hour?



(a) 36

(b) 60

(c) 72

(d) 100 - correct answer-(a) 36



Find the number of seconds in an hour and then multiply thisZby the distance the car is traveling each sec
ond. There are 60 seconds in a minute and 60 minute in one hour; therefore, there are 60 x 60, or 3,600,
seconds in an hour. In one second the car travels 1/100 kilometers; in one hour the car will travel 3,600 x
1/100 or 36 kilometers.



20 - (-5) = .



(a) -25

(b) 25

(c) 15

(d) -15 - correct answer-(b) 25



Subtracting a negative number is the same as addition, so 20 - (-5) is really 20 + 5 = 25.



Ms. Smith drove a total of 700 miles on a business trip. If her car averaged 35 miles per gallon of gasoline
and gasoline cost $1.25 per gallon, what was the cost in dollars of the gasoline for the trip?



(a) $20.00

(b) $ 24.00

(c) $ 25.00

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