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ASVAB Section 2 : Arithmetic Reasoning exam Dumps

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ASVAB-Arithmetic-Reasoning
ASVAB Section 2 : Arithmetic Reasoning
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Question: 252
A baker made 20 pies. A Boy Scout troop buys one-fourth of his pies, a preschool teacher buys one-third of his
pies, and a caterer buys one-sixth of his pies.
How many pies does the baker have left?
A. 3/4
B. 15
C. 12
D. 5
Answer: D
Convert the different denominators to a common denominator that all the denominators can divide into evenly. 4, 3,
and 6 all divide evenly into 12. To convert 1,4 to x,12, divide 12 (the new common denominator) by 4 (the old
common denominator) to get 3. Then multiply 1,4 by 3,3 (another way of saying 1). Do the same calculation for the
other fractions: 1,3 = 4,12 and 1,6 = 2,12.
Then add the new numerators together: 3 + 4 + 2 = 9. This gives you your new added numerator. Place the added
numerator over the new denominator, and you can see that 9,12 of the pies have been sold. 9,12 can be reduced to
3,4. 3,4 or 75% of the pies have been sold.
20 x 0.75 = 15. 15 of 20 pies have been sold. 20 � 15 = 5 pies remaining
Question: 253
Miriam bought five cases of motor oil on sale. A case of motor oil normally costs $24.00, but she was able to
purchase the oil for $22.50 a case.
How much money did Miriam save on her entire purchase?
A. $7.50
B. $1.50
C. $8.00
D. $22.50
Answer: A
Subtract the sale price from the regular price: $24.00 � $22.50 = $1.50. Multiply the remainder by the number of
cases to get your answer: $1.50 x 5 = $7.50.
Question: 254
Joe received an hourly wage of $8.15. His boss gave him a 7% raise.
How much does Joe make per hour now?
A. $0.57
B. $8.90
C. $8.72
D. $13.85
Answer: C
To calculate the new wage, start off by multiplying $8.15 x 0.07 = $0.57.
Then add that number (the amount of Joe�s raise) to his original hourly wage. Joe�s new hourly wage is $8.15 +
$0.57 = $8.72.
Question: 255
Alice leaves her house, driving east at 45 miles per hour (mph). Thirty minutes later, her husband Dave notices she
forgot her cell phone and sets off after her.
How fast must Dave travel in order to catch up with Alice 3 hours after he leaves?
A. 49 mph
B. 50.5 mph
C. 52.5 mph
D. 54 mph
Answer: C
By the time Dave leaves, Alice has already been traveling for half an hour. Three hours later, she would�ve been
traveling for 31,2 hours at 45 mph, or 157.5 miles. In order to travel 157.5 miles in 3 hours, Dave would have to
travel at 52.5 mph (divide 157.5 by 3).
Question: 256
Carpet stain protector costs $0.65 per square yard to apply.
How much will it cost to apply the protectant to a 16-foot x 18-foot carpet?
A. $187.20
B. $62.40
C. $20.80
D. $96.00
Answer: C
To determine the number of square yards to be protected, multiply 16 feet by 18 feet to determine the number of
square feet, 288.
Then divide 288 by 9 to convert square feet to square yards (1 square yard = 3 feet x 3 feet = 9 square feet).
Multiply the quotient, 32 square yards, by the cost of protection per square yard, $0.65, to get the correct answer,
$20.80. Remember to perform all the steps in a calculation.
Question: 257
A printing plant that produces baseball cards has a monthly overhead of $6,000. It costs 18 cents to print each card,
and the cards sell for 30 cents each.
How many cards must the printing plant sell each month in order to make a profit?
A. 30,000
B. 40,000
C. 50,000
D. 60,000
Answer: C
Let x = the number of cards printed and sold each month. Therefore, cost is equal to 6000 + 18x, and revenue is
equal to 0.30x.
You�re looking for the point where revenue is greater than the cost (revenue > cost). The inequity is 0.30x > 6000
+ 18x. Subtracting 18x from both sides of the inequity results in 0.12x > 6000. Divide both sides by 0.12. The
result is that x > 50,000.
The printing plant would have to print and sell 50,000 cards per month to make a profit.
Question: 258
How many square feet of carpeting are needed to carpet a 12-foot x 12-foot room?
A. 24
B. 120
C. 48
D. 144
Answer: D
Square footage is determined by multiplying length by width, or 12 x 12 = 144.
Question: 259
Jenny�s test grades are 93, 89, 96, and 98.
If she wishes to raise her average to 95, what does she need to score on her next test?
A. 100
B. 99
C. 97
D. 95
Answer: B
To determine Jenny�s average, add the test scores and divide the sum by the number of tests taken.
You want to know what she would need to make on the next test in order to achieve an average of 95.
The formula can be set up as (93 + 89 + 96 + 98 + x)5 = 95. Combining the like terms results in (376 + x) 5 = 95.
Multiplying both sides by 5 results in 376 + x = 475. So, x = 99.
Question: 260
A waitress earns an average tip of 12% of the cost of the food she serves.
If she serves $375 worth of food in one evening, how much money in tips will she earn on average?
A. $37
B. $45
C. $42
D. $420
Answer: B
Multiply the total amount spent on drinks, $375, by 12% to determine the amount of tips. $375 x 0.12 = $45.
Question: 261
The sum of two numbers is 70. One number is 8 more than the other.What�s the smaller number?
A. 31
B. 33
C. 35
D. 36
Answer: A
Let x = the smaller number and x + 8 equal the larger number.
Because the sum of the two numbers equals 70, you can express this mathematically as x + (x + 8) = 70.
Now all you have to do is solve for x. Combine the like terms: 2x + 8 = 70. Then subtract 8 from both sides of the
equation: 2x + 8 � 8 = 70 � 8, or 2x = 62. Divide both sides of the equation by two, and you find that x is equal to
31.
Question: 262
A sales manager buys antacid in bottles by the gross.
If he goes through 3 bottles of antacid every day, how long will the gross last?
A. 144 days
B. 3 days
C. 20 days
D. 48 days
Answer: D
144 bottles are in a gross. 144 x 3 (bottles per day) = 48 days.
Question: 263
If a car is towed 12 miles to the repair shop, and the tow charge is $3.50 per mile, how much did the tow cost?
A. $12.00
B. $3.50
C. $42.00
D. $100.00
Answer: C
Multiply 12 miles by $3.50 per mile to get $42.00.
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ASVAB Section 2 : Arithmetic Reasoning exam Dumps

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