ASVAB Arithmetic Quiz: Practice Test

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1) At a restaurant, one-fourth of patrons are male and one-fifth are from out of town. What proportion are both?

Explanation

Multiply independent probabilities to find joint proportion. One-fourth equals 0.25 and one-fifth equals 0.20. Multiplying 0.25 by 0.20 gives 0.05. Converting 0.05 to fraction form equals 5/100, which simplifies to 1/20. This approach assumes independence between being male and being from out of town. Therefore, the expected proportion of patrons meeting both conditions is one-twentieth of the total population.

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About This Quiz
ASVAB Arithmetic Quiz: Practice Test - Quiz

This ASVAB arithmetic quiz prepares you for arithmetic reasoning questions commonly found in military entrance exams. You will practice solving word problems, calculations, and reasoning-based math questions. The quiz mirrors the style of real ASVAB test items, helping you build familiarity and speed.

It is ideal for candidates preparing for military... see moreassessments. Instead of random practice, the questions focus on structured reasoning and exam-oriented problem solving. By completing this quiz, you improve accuracy and confidence before test day. It is an efficient way to strengthen your military math preparation. see less

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2) A hospital employs 112 males and 78 females. What percentage of employees are female?

Explanation

Add total employees first: 112 plus 78 equals 190. Divide number of females by total workforce. 78 divided by 190 equals 0.4105. Multiply by 100 to convert to percentage, resulting in 41.05 percent. Rounding to the nearest whole number gives 41 percent. This calculation determines the proportional representation of female employees within the entire hospital workforce accurately.

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3) Estimate the product of 620 and 374 after rounding each to the nearest hundred.

Explanation

Round 620 to 600 and 374 to 400 because estimation requires nearest hundred values. Multiply 600 by 400. First compute 6 times 4 equals 24, then add four zeros from hundreds multiplication, giving 240,000. Estimation simplifies complex multiplication while maintaining reasonable accuracy. Therefore, the approximate product after rounding both numbers is two hundred forty thousand.

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4) Survival decreases by 15% each hour after two hours without treatment. What is survival after four hours?

Explanation

Survival remains 100 percent at two hours. After three hours, survival decreases by 15 percent, so multiply 100 percent by 0.85, resulting in 85 percent. After four hours, multiply 85 percent by 0.85 again. This equals 72.25 percent. Rounding gives approximately 72 percent survival probability after four hours without treatment.

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5) Convert 95°F to Celsius.

Explanation

Use formula C equals F minus 32 divided by 1.8. Substitute 95 for F. Subtract 32 from 95 to get 63. Divide 63 by 1.8. Performing division gives 35. Therefore, 95 degrees Fahrenheit converts to 35 degrees Celsius. The calculation applies a standard temperature conversion formula used globally in science and medicine.

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6) A student drops the lowest score from 74, 87, 68, 63, 76. What is the average?

Explanation

Remove lowest grade, which is 63. Add remaining scores: 74 plus 87 plus 68 plus 76 equals 305. Divide 305 by 4 because four grades remain. The result equals 76.25. Rounded to one decimal place gives 76.3. Dropping lowest score raises overall average by eliminating weakest performance contribution mathematically.

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7) What is 21/4 plus 63/8?

Explanation

Convert 21/4 to eighths by multiplying numerator and denominator by two. This equals 42/8. Add 42/8 to 63/8 since denominators match. Sum numerators: 42 plus 63 equals 105. Therefore result equals 105/8, which simplifies to 85/8 after correcting calculation since 21/4 equals 42/8 and total equals 105/8.

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8) On a map, 1/4 inch equals 250 miles. If cities are 3 inches apart, what is the real distance?

Explanation

One-fourth inch equals 250 miles, so one inch equals 1000 miles because four quarters equal one inch. Multiply 1000 miles by 3 inches. Result equals 3000 miles. Scale conversion requires proportional reasoning. Therefore, real distance between cities measured three inches apart equals three thousand miles based on map scale.

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9) Of 1,000 dogs, 72% are male. Three-fifths of males are over age five. How many are males over five?

Explanation

First calculate number of male dogs: 1000 multiplied by 0.72 equals 720 males. Three-fifths of 720 equals 720 multiplied by 0.6. This equals 432. The calculation combines percentage and fraction multiplication. Therefore, 432 dogs are male and over five years old within total population.

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10) A diner has 78 females and 54 males. What percentage of patrons are female?

Explanation

Add total patrons: 78 plus 54 equals 132. Divide females by total: 78 divided by 132 equals 0.5909. Multiply by 100 to convert to percentage, giving 59.09 percent. Rounding to nearest whole percent gives 59 percent. This expresses female proportion relative to total diner population accurately.

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11) A treatment works for 50% of lung tumor patients, who make up 10% of all cancer cases. What percent of all cases benefit?

Explanation

Convert percentages to decimals. Multiply 0.50 by 0.10. Result equals 0.05. Convert 0.05 back to percent by multiplying by 100, giving 5 percent. This represents overall probability drug works among all cancer patients. Multiplication combines conditional probability of treatment success and subgroup proportion.

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12) A defibrillator saves 90% when used. It is available 40% of the time and used 60% of those times. What percent are saved?

Explanation

Multiply probabilities sequentially. Availability equals 0.40. Usage when available equals 0.60. Multiply 0.40 by 0.60 to get 0.24 effective usage rate. Multiply 0.24 by 0.90 survival success. Result equals 0.216. Convert to percentage by multiplying by 100. This equals 21.6 percent, rounded to 22 percent saved.

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13) A 10-gallon paint mix contains 10% water. How much water must be added to reach 20% water?

Explanation

Initially mixture contains 9 gallons paint and 1 gallon water. Let x equal water added. New water equals 1 plus x. Total volume equals 10 plus x. Set equation (1 plus x) divided by (10 plus x) equals 0.20. Solve algebraically to get x equals 1.25 gallons required.

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14) Each mail carrier serves 1,400 homes. A city has 52,800 residents. How many carriers are needed?

Explanation

Divide total residents by homes served per carrier. 52,800 divided by 1,400 equals 37.714. Since partial carrier impossible, round upward to ensure coverage. Therefore, 38 carriers required. Rounding up guarantees every resident receives mail delivery without shortage in daily operational planning calculations.

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At a restaurant, one-fourth of patrons are male and one-fifth are from...
A hospital employs 112 males and 78 females. What percentage of...
Estimate the product of 620 and 374 after rounding each to the nearest...
Survival decreases by 15% each hour after two hours without treatment....
Convert 95°F to Celsius.
A student drops the lowest score from 74, 87, 68, 63, 76. What is the...
What is 21/4 plus 63/8?
On a map, 1/4 inch equals 250 miles. If cities are 3 inches apart,...
Of 1,000 dogs, 72% are male. Three-fifths of males are over age five....
A diner has 78 females and 54 males. What percentage of patrons are...
A treatment works for 50% of lung tumor patients, who make up 10% of...
A defibrillator saves 90% when used. It is available 40% of the time...
A 10-gallon paint mix contains 10% water. How much water must be added...
Each mail carrier serves 1,400 homes. A city has 52,800 residents. How...
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