68 questions

Arithmetic Reasoning

A train travels at a constant speed of 60 miles per hour. How long will it take to travel 180 miles?

  • a.3.5 hours
  • b.2 hours
  • c.4 hours
  • d.3 hours

Time equals distance divided by speed. Dividing 180 miles by 60 miles per hour gives 3 hours. Keeping the units consistent lets the miles cancel and leaves hours.

Arithmetic Reasoning

If 5 pounds of apples cost $4.00, how much do 12 pounds cost at the same rate?

  • a.$8.40
  • b.$12.00
  • c.$10.00
  • d.$9.60

The unit price is $4.00 divided by 5 pounds, or $0.80 per pound. Multiplying $0.80 by 12 pounds gives $9.60. Setting up a proportion produces the same result.

Arithmetic Reasoning

What is 25% of 240?

  • a.80
  • b.60
  • c.72
  • d.48

Twenty-five percent is the same as one quarter. Dividing 240 by 4 gives 60. You could also multiply 240 by 0.25 to reach the same value.

Arithmetic Reasoning

A recipe uses flour and sugar in a ratio of 3 to 1. If you use 9 cups of flour, how many cups of sugar are needed?

  • a.6 cups
  • b.12 cups
  • c.1 cup
  • d.3 cups

The ratio 3 to 1 means three parts flour for every one part sugar. Since 9 cups of flour is three times the base part of 3, the sugar is also tripled from 1 to 3 cups. Ratios scale both quantities by the same factor.

Arithmetic Reasoning

The average of four test scores is 85. Three of the scores are 80, 90, and 85. What is the fourth score?

  • a.80
  • b.85
  • c.95
  • d.90

An average of 85 over four tests means the total is 85 times 4, or 340. The three known scores add to 255, so the fourth score is 340 minus 255, which equals 85.

Arithmetic Reasoning

A worker can assemble 8 units per hour. How many units can 3 workers assemble in 5 hours at that rate?

  • a.120 units
  • b.40 units
  • c.80 units
  • d.160 units

One worker makes 8 units per hour, so 3 workers make 24 units per hour. Over 5 hours that is 24 times 5, which equals 120 units. Rate times number of workers times time gives total output.

Arithmetic Reasoning

A jacket originally priced at $80 is discounted 15%. What is the sale price?

  • a.$76
  • b.$65
  • c.$72
  • d.$68

Fifteen percent of $80 is $12. Subtracting the $12 discount from $80 leaves a sale price of $68. You can also multiply $80 by 0.85 to get the same answer.

Arithmetic Reasoning

You deposit $500 in an account earning 4% simple interest per year. How much interest is earned in 3 years?

  • a.$80
  • b.$60
  • c.$20
  • d.$40

Simple interest equals principal times rate times time. That is $500 times 0.04 times 3, which equals $60. Simple interest is calculated only on the original principal.

Arithmetic Reasoning

Two cars start from the same point and drive in opposite directions at 40 mph and 55 mph. How far apart are they after 2 hours?

  • a.95 miles
  • b.110 miles
  • c.150 miles
  • d.190 miles

Their combined separation speed is 40 plus 55, or 95 miles per hour. After 2 hours they are 95 times 2, which equals 190 miles apart. Opposite directions mean the speeds add.

Arithmetic Reasoning

A map uses a scale of 1 inch to 25 miles. Two towns are 4.5 inches apart on the map. What is the actual distance?

  • a.90 miles
  • b.125 miles
  • c.112.5 miles
  • d.100 miles

Each inch represents 25 miles, so multiply 4.5 inches by 25 miles per inch. That product is 112.5 miles. Scale problems are solved with a direct proportion.

Arithmetic Reasoning

A rectangular room is 12 feet long and 9 feet wide. If carpet costs $3 per square foot, what is the total cost to carpet the room?

  • a.$108
  • b.$324
  • c.$396
  • d.$252

The floor area is length times width, or 12 times 9, which equals 108 square feet. Multiplying 108 square feet by $3 per square foot gives $324.

Arithmetic Reasoning

A store sells 6 bottles of water for $9. What is the cost of one bottle?

  • a.$1.75
  • b.$1.20
  • c.$1.50
  • d.$2.00

Dividing the total price of $9 by 6 bottles gives $1.50 per bottle. Unit price is found by dividing total cost by the number of items.

Arithmetic Reasoning

In a class of 30 students, 3/5 are girls. How many boys are in the class?

  • a.15
  • b.12
  • c.18
  • d.10

Three fifths of 30 is 18 girls. Subtracting 18 girls from 30 total students leaves 12 boys. The fraction of boys is the remaining two fifths of 30, which also equals 12.

Arithmetic Reasoning

A meal costs $40 before tax. If sales tax is 8%, what is the total amount paid?

  • a.$48.00
  • b.$44.80
  • c.$43.20
  • d.$42.00

Eight percent of $40 is $3.20 in tax. Adding the tax to the $40 meal gives a total of $43.20. Multiplying $40 by 1.08 gives the same total.

Arithmetic Reasoning

A tank holds 240 gallons and is being filled at 8 gallons per minute. How many minutes will it take to fill the empty tank?

  • a.24 minutes
  • b.40 minutes
  • c.30 minutes
  • d.32 minutes

Dividing the 240-gallon capacity by the fill rate of 8 gallons per minute gives 30 minutes. Time equals total amount divided by rate.

Arithmetic Reasoning

If 168 pencils are packed equally into boxes of 12, how many boxes are needed?

  • a.14
  • b.16
  • c.18
  • d.12

Dividing 168 pencils by 12 pencils per box gives exactly 14 boxes. Because 12 times 14 equals 168, there is no remainder and no extra box is required.

Arithmetic Reasoning

A mechanic charges $85 for the first hour of labor and $60 for each additional hour. What is the labor charge for a job that takes 5 hours?

  • a.$265
  • b.$325
  • c.$385
  • d.$425

The first hour costs $85 and the remaining four hours cost $60 each, so 4 x $60 = $240. Adding $85 + $240 gives $325.

Arithmetic Reasoning

A delivery truck averages 18 miles per gallon. How many gallons of fuel will it use on a 468-mile route?

  • a.32 gallons
  • b.28 gallons
  • c.24 gallons
  • d.26 gallons

Gallons equal miles divided by miles per gallon: 468 / 18 = 26. Checking the other way, 18 x 26 = 468.

Arithmetic Reasoning

A jacket priced at $72 is marked down 25 percent. What is the sale price?

  • a.$60
  • b.$48
  • c.$58
  • d.$54

A 25 percent discount removes 72 x 0.25 = $18, leaving 72 - 18 = $54. You can also take 75 percent of $72 directly.

Arithmetic Reasoning

A student scored 82, 91, 76, and 95 on four tests. What is the average score?

  • a.84
  • b.88
  • c.86
  • d.91

The four scores total 344, and 344 / 4 = 86. The average must fall between the lowest and highest scores, which 86 does.

Arithmetic Reasoning

A recipe calls for flour and sugar in a ratio of 5 to 2. If a baker uses 20 cups of flour, how much sugar is needed?

  • a.50 cups
  • b.10 cups
  • c.4 cups
  • d.8 cups

Twenty cups of flour is four times the 5 in the ratio, so the sugar is four times the 2, or 8 cups. The ratio 20 to 8 reduces back to 5 to 2.

Arithmetic Reasoning

A runner covers 2 miles in 14 minutes 30 seconds. At the same pace, how long will 5 miles take?

  • a.33 minutes 45 seconds
  • b.42 minutes 30 seconds
  • c.36 minutes 15 seconds
  • d.38 minutes 45 seconds

Fourteen and a half minutes for 2 miles is 7.25 minutes per mile, and 7.25 x 5 = 36.25 minutes, which is 36 minutes 15 seconds.

Arithmetic Reasoning

How much simple interest does $2,400 earn in 3 years at an annual rate of 6 percent?

  • a.$864
  • b.$432
  • c.$504
  • d.$144

Simple interest is principal x rate x time: 2400 x 0.06 = $144 per year, and $144 x 3 = $432.

Arithmetic Reasoning

An empty crate weighs 18 pounds. It is packed with 24 cans that each weigh 14 ounces. What is the packed weight?

  • a.39 pounds
  • b.42 pounds
  • c.33 pounds
  • d.36 pounds

The cans weigh 24 x 14 = 336 ounces, and 336 / 16 = 21 pounds. Adding the 18-pound crate gives 39 pounds.

Arithmetic Reasoning

One painter can finish a room in 6 hours and another can finish the same room in 12 hours. Working together, how long will the room take?

  • a.5 hours
  • b.4 hours
  • c.9 hours
  • d.3 hours

In one hour the pair completes 1/6 + 1/12 = 3/12 = 1/4 of the room, so the whole room takes 4 hours. Averaging the two times would be wrong.

Arithmetic Reasoning

A car bought for $18,000 is worth $12,600 one year later. By what percent did its value fall?

  • a.42 percent
  • b.25 percent
  • c.32 percent
  • d.30 percent

The drop is 18,000 - 12,600 = $5,400, and 5,400 / 18,000 = 0.30. Percent change is always measured against the original amount.

Arithmetic Reasoning

A tank that holds 240 gallons is five-eighths full. How many gallons are needed to fill it?

  • a.90 gallons
  • b.150 gallons
  • c.96 gallons
  • d.60 gallons

If the tank is 5/8 full, it is 3/8 empty. One-eighth of 240 is 30, so 3/8 is 3 x 30 = 90 gallons.

Arithmetic Reasoning

Three pounds of coffee cost $26.85. At the same rate, what do 7 pounds cost?

  • a.$53.70
  • b.$71.60
  • c.$80.55
  • d.$62.65

One pound costs 26.85 / 3 = $8.95, and 8.95 x 7 = $62.65. Multiplying the 3-pound price by 7 would overcount.

Arithmetic Reasoning

A rectangular field measures 120 feet by 75 feet. Fencing costs $4 per foot. What is the cost to fence the field?

  • a.$1,170
  • b.$1,950
  • c.$1,560
  • d.$2,340

The perimeter is 2 x (120 + 75) = 390 feet, and 390 x $4 = $1,560. Fencing follows the perimeter, not the area.

Arithmetic Reasoning

A stock recipe calls for 2.5 quarts of broth. How many cups is that?

  • a.8 cups
  • b.20 cups
  • c.10 cups
  • d.5 cups

One quart equals 4 cups, so 2.5 x 4 = 10 cups.

Arithmetic Reasoning

Twelve people share equally the cost of a $282 rental plus a $54 cleaning fee. How much does each person pay?

  • a.$33.60
  • b.$23.50
  • c.$32.00
  • d.$28.00

The total is 282 + 54 = $336, and 336 / 12 = $28.00. The cleaning fee has to be added before dividing.

Arithmetic Reasoning

Enrollment in a program rose from 250 students to 320 students. What was the percent increase?

  • a.25%
  • b.22%
  • c.35%
  • d.28%

The increase is 320 - 250 = 70 students, and 70 / 250 = 0.28. Dividing by the new total instead of the old one is the common error.

Arithmetic Reasoning

A machine produces 45 parts per hour. How many parts does it produce in 7 hours 20 minutes?

  • a.330 parts
  • b.315 parts
  • c.345 parts
  • d.320 parts

Twenty minutes is one-third of an hour, so the run is 7 1/3 hours. That gives 45 x 7 = 315 parts plus 15 more, or 330.

Arithmetic Reasoning

A convoy leaves at 0800 and arrives at 1345 after covering 322 miles. What was its average speed?

  • a.62 mph
  • b.58 mph
  • c.52 mph
  • d.56 mph

From 0800 to 1345 is 5 hours 45 minutes, or 5.75 hours. Then 322 / 5.75 = 56, and 56 x 5.75 = 322 confirms it.

Arithmetic Reasoning

A $60 item is discounted 20 percent, and then 8 percent sales tax is added to the discounted price. What is the final total?

  • a.$49.92
  • b.$54.24
  • c.$51.84
  • d.$55.20

The discount brings the price to 60 x 0.80 = $48.00. Tax adds 48 x 0.08 = $3.84, for a total of $51.84.

Arithmetic Reasoning

Renting a ladder costs $22 for the first day and $9.50 for each day after that. What is the charge for 6 days?

  • a.$69.50
  • b.$57.00
  • c.$84.50
  • d.$79.00

Five days follow the first, so 5 x $9.50 = $47.50. Adding the $22 first day gives $69.50.

Arithmetic Reasoning

A 40-pound bag of trail mix is 15 percent peanuts by weight. How many pounds of peanuts does it contain?

  • a.8 pounds
  • b.15 pounds
  • c.4 pounds
  • d.6 pounds

Ten percent of 40 is 4 pounds and 5 percent is 2 pounds, so 15 percent is 6 pounds.

Arithmetic Reasoning

A worker earns $2,150 per month before deductions, and 18 percent is withheld. What is the monthly take-home pay?

  • a.$2,537
  • b.$1,935
  • c.$1,763
  • d.$1,802

The withholding is 2,150 x 0.18 = $387, and 2,150 - 387 = $1,763. Taking 82 percent of $2,150 directly gives the same figure.

Arithmetic Reasoning

A board 9 1/2 feet long is cut into pieces 1 1/4 feet long. How many whole pieces can be cut?

  • a.9 pieces
  • b.6 pieces
  • c.8 pieces
  • d.7 pieces

Dividing 9.5 by 1.25 gives 7.6, so only 7 full pieces come out of the board and a remainder is left over.

Arithmetic Reasoning

On a map, 1 inch represents 24 miles. Two towns are 3.75 inches apart on the map. How far apart are they?

  • a.72 miles
  • b.84 miles
  • c.96 miles
  • d.90 miles

Multiply the map distance by the scale: 24 x 3.75 = 90 miles. That is 24 x 3 = 72 plus 24 x 0.75 = 18.

Arithmetic Reasoning

A store sells pens at 3 for $2.10. What is the cost of 14 pens at the same rate?

  • a.$9.80
  • b.$10.50
  • c.$8.40
  • d.$9.10

Each pen costs 2.10 / 3 = $0.70, and 0.70 x 14 = $9.80.

Arithmetic Reasoning

Five deliveries averaged 62 pounds. Four of them weighed 55, 71, 48, and 66 pounds. What did the fifth weigh?

  • a.60 pounds
  • b.68 pounds
  • c.70 pounds
  • d.74 pounds

Five deliveries averaging 62 pounds total 310 pounds. The four listed weigh 240 pounds, so the fifth is 310 - 240 = 70 pounds.

Arithmetic Reasoning

A pump moves 12 gallons per minute. How long will it take to fill a 1,080-gallon tank?

  • a.90 minutes
  • b.120 minutes
  • c.75 minutes
  • d.108 minutes

Time equals volume divided by rate: 1,080 / 12 = 90 minutes. Checking, 12 x 90 = 1,080.

Arithmetic Reasoning

A town of 8,000 people grows 5 percent in one year and another 5 percent the next year. What is the population after two years?

  • a.8,800
  • b.9,000
  • c.8,400
  • d.8,820

After the first year the town has 8,000 x 1.05 = 8,400 people. The second 5 percent is taken on 8,400, adding 420 for a total of 8,820.

Arithmetic Reasoning

A generator uses 3/4 gallon of coolant for every 6 hours it runs. How much does it use in 10 hours?

  • a.1.00 gallons
  • b.1.50 gallons
  • c.2.00 gallons
  • d.1.25 gallons

Per hour the generator uses 0.75 / 6 = 0.125 gallon, and 0.125 x 10 = 1.25 gallons.

Arithmetic Reasoning

A shift begins at 2245 and ends at 0715 the following morning. How long is the shift?

  • a.8 hours 15 minutes
  • b.9 hours 30 minutes
  • c.7 hours 30 minutes
  • d.8 hours 30 minutes

From 2245 to midnight is 1 hour 15 minutes, and midnight to 0715 is 7 hours 15 minutes. Together that is 8 hours 30 minutes.

Arithmetic Reasoning

A vendor buys 200 shirts for $6 each and sells 175 of them at $14 each. What is the profit?

  • a.$1,450
  • b.$2,450
  • c.$1,250
  • d.$1,050

Revenue is 175 x $14 = $2,450, but the cost covers all 200 shirts at $6, or $1,200. Profit is 2,450 - 1,200 = $1,250.

Arithmetic Reasoning

An award of $840 is divided among three people in the ratio 3 to 4 to 5. How much does the person with the largest share receive?

  • a.$210
  • b.$420
  • c.$350
  • d.$280

The ratio has 3 + 4 + 5 = 12 parts, so each part is 840 / 12 = $70. The largest share is 5 x $70 = $350.

Arithmetic Reasoning

A generator burns 0.8 gallon of fuel per hour and runs from 0600 until 1830. How much fuel does it burn?

  • a.11.2 gallons
  • b.12.5 gallons
  • c.9.6 gallons
  • d.10.0 gallons

From 0600 to 1830 is 12.5 hours, and 12.5 x 0.8 = 10.0 gallons.

Arithmetic Reasoning

Brand A sells 18 ounces for $4.32 and Brand B sells 24 ounces for $5.52. How much less per ounce is the cheaper brand?

  • a.$0.01
  • b.$0.03
  • c.$0.02
  • d.$0.05

Brand A costs 4.32 / 18 = $0.24 per ounce and Brand B costs 5.52 / 24 = $0.23 per ounce, a difference of $0.01 per ounce.

Arithmetic Reasoning

A room measures 14 feet by 18 feet. Carpet is sold by the square yard. How many square yards are needed?

  • a.32 square yards
  • b.24 square yards
  • c.36 square yards
  • d.28 square yards

The floor is 14 x 18 = 252 square feet. One square yard is 9 square feet, so 252 / 9 = 28 square yards.

Arithmetic Reasoning

Five machines fill 300 boxes in 2 hours. At the same rate, how many boxes will 8 machines fill in 3 hours?

  • a.640 boxes
  • b.480 boxes
  • c.900 boxes
  • d.720 boxes

One machine fills 300 / (5 x 2) = 30 boxes per hour. Eight machines for 3 hours give 30 x 8 x 3 = 720 boxes.

Arithmetic Reasoning

What is a 15 percent tip on a bill of $46.40?

  • a.$9.28
  • b.$7.42
  • c.$5.80
  • d.$6.96

Ten percent of $46.40 is $4.64 and 5 percent is half of that, $2.32. Together the tip is $6.96.

Arithmetic Reasoning

A saver deposits $45 the first week and increases the deposit by $5 each following week. How much has been deposited after six weeks?

  • a.$315
  • b.$370
  • c.$330
  • d.$345

The deposits are 45, 50, 55, 60, 65, and 70. That is six deposits of $45 plus 5 x (1+2+3+4+5) = $75, for $345.

Arithmetic Reasoning

A car with a 16-gallon tank averages 27 miles per gallon. How far can it travel on a full tank?

  • a.405 miles
  • b.432 miles
  • c.448 miles
  • d.486 miles

Range equals gallons times miles per gallon: 16 x 27 = 432 miles.

Arithmetic Reasoning

Of 450 recruits, 60 percent are men, and 20 percent of the men wear glasses. How many men wear glasses?

  • a.54 recruits
  • b.108 recruits
  • c.45 recruits
  • d.90 recruits

There are 450 x 0.60 = 270 men, and 20 percent of 270 is 54. The second percentage applies to the men only, not to all 450.

Arithmetic Reasoning

A shipment of 1,250 items has a defect rate of 4 percent. How many items are not defective?

  • a.1,200 items
  • b.1,206 items
  • c.1,150 items
  • d.1,246 items

Four percent of 1,250 is 50 defective items, so 1,250 - 50 = 1,200 are good.

Arithmetic Reasoning

A driver travels 2 hours at 55 miles per hour and then 3 hours at 65 miles per hour. What was the average speed for the whole trip?

  • a.63 mph
  • b.61 mph
  • c.60 mph
  • d.58 mph

The distance is 110 + 195 = 305 miles over 5 hours, so 305 / 5 = 61 mph. Averaging 55 and 65 ignores that more time was spent at the faster speed.

Arithmetic Reasoning

A shopper pays with a $50 bill for items costing $12.75, $8.40, and $19.99. How much change is due?

  • a.$9.16
  • b.$7.86
  • c.$8.86
  • d.$8.14

The items total $41.14, and 50.00 - 41.14 = $8.86.

Arithmetic Reasoning

A batch that feeds 48 people uses 6 pounds of rice. How much rice is needed for 20 people?

  • a.2.0 pounds
  • b.2.5 pounds
  • c.3.0 pounds
  • d.3.5 pounds

Each person needs 6 / 48 = 0.125 pound, and 0.125 x 20 = 2.5 pounds.

Arithmetic Reasoning

An account pays 0.5 percent simple interest per month. How much interest does $500 earn in 8 months?

  • a.$25.00
  • b.$20.00
  • c.$12.50
  • d.$40.00

Each month earns 500 x 0.005 = $2.50, and $2.50 x 8 = $20.00.

Arithmetic Reasoning

A truck has a load limit of 2,000 pounds and is carrying 46 crates weighing 38 pounds each. How many more pounds may it carry?

  • a.152 pounds
  • b.232 pounds
  • c.252 pounds
  • d.348 pounds

The crates weigh 46 x 38 = 1,748 pounds, so 2,000 - 1,748 = 252 pounds remain.

Arithmetic Reasoning

Two-fifths of a class of 35 students chose the morning shift and the rest chose evenings. How many chose evenings?

  • a.21 students
  • b.25 students
  • c.18 students
  • d.14 students

If 2/5 chose mornings, then 3/5 chose evenings. One-fifth of 35 is 7, so 3/5 is 21 students.

Arithmetic Reasoning

A copier prints 22 pages per minute for 9 minutes, jams for 4 minutes, then prints at the same rate for 6 more minutes. How many pages are printed?

  • a.264 pages
  • b.330 pages
  • c.198 pages
  • d.418 pages

The copier actually prints for 9 + 6 = 15 minutes, so 22 x 15 = 330 pages. The 4-minute jam produces nothing.

Arithmetic Reasoning

After a 20 percent discount, a coat costs $96. What was the original price?

  • a.$108.00
  • b.$124.80
  • c.$120.00
  • d.$115.20

The sale price is 80 percent of the original, so the original is 96 / 0.80 = $120.00. Checking, 20 percent of $120 is $24, and 120 - 24 = 96.

Arithmetic Reasoning

A garden 20 feet by 30 feet is bordered by a walkway 3 feet wide on all sides. What is the area of the walkway alone?

  • a.396 square feet
  • b.276 square feet
  • c.306 square feet
  • d.336 square feet

The walkway adds 3 feet on each side, making the outer rectangle 26 by 36, or 936 square feet. Subtracting the 600-square-foot garden leaves 336.

Arithmetic Reasoning

A driver covers 60 miles at 30 miles per hour and returns over the same 60 miles at 60 miles per hour. What is the average speed for the round trip?

  • a.40 mph
  • b.45 mph
  • c.36 mph
  • d.48 mph

The outbound leg takes 2 hours and the return takes 1 hour, so 120 miles are covered in 3 hours, or 40 mph. Averaging 30 and 60 to get 45 ignores the unequal times.

Arithmetic Reasoning

A box holds 24 red markers, 16 blue markers, and 40 green markers. What percent of the markers are blue?

  • a.25%
  • b.20%
  • c.16%
  • d.18%

There are 80 markers in all, and 16 / 80 = 0.20.

Kỳ thi này khó cỡ nào?

ASVAB là bộ trắc nghiệm năng khiếu nhập ngũ của quân đội Mỹ — bản thích ứng CAT-ASVAB kéo dài khoảng hai giờ trên mười phân môn và do quân đội tổ chức miễn phí. Không có đậu/rớt: bốn phân môn (Suy luận Số học, Kiến thức Toán, Kiến thức Từ vựng, Đọc hiểu Đoạn văn) hợp thành điểm phân vị AFQT, và mỗi quân chủng tự đặt mức AFQT tối thiểu để nhập ngũ. Ngân hàng luyện tập của chúng tôi bao phủ tám trong số các mảng đó — gộp Kiến thức Ô tô và Xưởng làm một, và không có câu hỏi Lắp ráp Vật thể (Assembling Objects).

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Tập trung ôn bốn phân môn AFQT vì chúng quyết định điều kiện nhập ngũ; luyện số học và từ vựng nhiều nhất.
Tỷ lệ đậu
Chúng tôi đã đọc tài liệu do chính Official ASVAB công bố vào tháng 9/2026 và không thấy tỷ lệ đậu nào trong đó. Không có gì để một tỷ lệ đậu mô tả cả: “AFQT scores are reported as percentiles between 1-99. An AFQT percentile score indicates the percentage of examinees in a reference group that scored at or below that particular score.” Bách phân vị là thứ hạng so với thí sinh khác, không phải một mức sàn để vượt qua.Nguồn: Official ASVAB — Understanding ASVAB Scores (applicants)
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Bốn phân môn AFQT — Suy luận Số học, Kiến thức Toán, Kiến thức Từ vựng và Đọc hiểu Đoạn văn — quyết định điểm nhập ngũ của bạn.

Lệ phí và mức lương chỉ là ước tính và thay đổi theo thời gian. Tỷ lệ đậu ở trên được trích từ nguồn có liên kết bên cạnh, cho đúng giai đoạn mà nguồn đó bao phủ — chỗ nào chúng tôi chưa kiểm chứng nguồn thì nói rõ và không nêu con số nào.

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