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Functional Skills Maths L1

Whole Numbers

31 free practice questions with explanations

31 free questions · instant explanations · no sign-up

PassNova has 31 free Functional Skills Maths L1 practice questions on Whole Numbers, each with a clear explanation. Practise them in the browser with instant feedback — 100% free, no sign-up, on any device. Updated for 2026.

Sample questions

Whole Numbers: example questions & answers

31 worked examples with answers and explanations below. Practise them in the browser with instant feedback on every answer.

  1. What is the value of the digit 7 in the number 2,749?

    • A7
    • B70
    • C700✓
    • D7000

    Answer: In 2,749, the 7 is in the hundreds place, so its value is 700.

  2. Write the number eight thousand, three hundred and forty-two in figures.

    • A8,342✓
    • B8,324
    • C8,423
    • D8,432

    Answer: Eight thousand (8000) + three hundred (300) + forty (40) + two (2) = 8,342.

  3. Which of these numbers is the largest?

    • A5,124
    • B5,214
    • C5,412
    • D5,421✓

    Answer: Compare digit by digit from the left. All four start with 5. Two have 4 hundreds (5,421 and 5,412), so compare their tens: 2 tens beats 1 ten, making 5,421 the largest.

  4. What is 100 more than 2,456?

    • A2,456
    • B2,566
    • C2,346
    • D2,556✓

    Answer: 2,456 + 100 = 2,556. Adding 100 increases the number in the hundreds place.

  5. Round 3,847 to the nearest 10.

    • A3,800
    • B3,840
    • C3,850✓
    • D3,900

    Answer: 3,847: Look at the units digit (7). Since 7 ≥ 5, round up. 3,847 rounds to 3,850.

  6. Round 5,632 to the nearest 100.

    • A5,600✓
    • B5,630
    • C5,700
    • D6,000

    Answer: 5,632: Look at the tens digit (3). Since 3 < 5, round down. 5,632 rounds to 5,600.

  7. What is the value of 6 in the number 16,234?

    • A6
    • B60
    • C600
    • D6000✓

    Answer: In 16,234, the 6 is in the thousands place, so its value is 6,000.

  8. Arrange these numbers from smallest to largest: 1,234 | 1,243 | 1,324 | 1,423

    • A1,234, 1,324, 1,243, 1,423
    • B1,243, 1,234, 1,423, 1,324
    • C1,423, 1,324, 1,243, 1,234
    • D1,234, 1,243, 1,324, 1,423✓

    Answer: Start with the smallest number and work up: 1,234 < 1,243 < 1,324 < 1,423.

  9. What is 1,000 less than 4,567?

    • A3,567✓
    • B4,467
    • C4,566
    • D3,657

    Answer: 4,567 - 1,000 = 3,567. Subtracting 1,000 decreases the thousands place by 1.

  10. Round 7,249 to the nearest 100.

    • A7,200✓
    • B7,250
    • C7,300
    • D7,000

    Answer: To round 7,249 to the nearest 100, look at the tens digit (4). Since 4 < 5, round down to 7,200.

  11. How many tens are there in 340?

    • A3
    • B4
    • C34✓
    • D340

    Answer: 340 ÷ 10 = 34. There are 34 tens in 340.

  12. What is the value of the 4 in 24,576?

    • A4
    • B40
    • C400
    • D4000✓

    Answer: In 24,576, the 4 is in the thousands place, so its value is 4,000.

  13. Write four thousand and five in figures.

    • A4,050
    • B405
    • C4,500
    • D4,005✓

    Answer: Four thousand (4000) and five (5) = 4,005. Note: no hundreds or tens, so zeros fill those places.

  14. Which number is closest to 5,000?

    • A5,149
    • B4,899
    • C5,051
    • D4,950✓

    Answer: Work out how far each number is from 5,000: 4,950 is 50 away, 5,051 is 51 away, 4,899 is 101 away and 5,149 is 149 away. The smallest gap is 50, so 4,950 is closest.

  15. If a number rounds to 2,300 (to the nearest 100), which could it be?

    • A2,249
    • B2,251✓
    • C2,350
    • D2,400

    Answer: 2,251 rounds to 2,300 (tens digit is 5, so round up). 2,249 rounds to 2,200; 2,350 rounds to 2,400; 2,400 rounds to 2,400.

  16. What is 5,000 + 200 + 30 + 4?

    • A5,234✓
    • B5,243
    • C5,324
    • D5,342

    Answer: 5,000 + 200 + 30 + 4 = 5,234. This is writing a number in expanded form.

  17. How many hundreds are in 1,500?

    • A5
    • B15✓
    • C150
    • D1500

    Answer: 1,500 ÷ 100 = 15. There are 15 hundreds in 1,500.

  18. Which is the smallest number?

    • A9,687
    • B9,768
    • C9,876
    • D9,678✓

    Answer: Compare digit by digit from the left. All start with 9. Two have 6 hundreds (9,678 and 9,687), so compare their tens: 7 tens is less than 8 tens, making 9,678 the smallest.

  19. What is the expanded form of 3,456?

    • A3000 + 400 + 50 + 6✓
    • B3000 + 400 + 5 + 6
    • C3000 + 40 + 5 + 6
    • D300 + 400 + 50 + 6

    Answer: 3,456 = 3 thousands + 4 hundreds + 5 tens + 6 ones = 3000 + 400 + 50 + 6.

  20. Round 8,564 to the nearest 1,000.

    • A9,000✓
    • B8,564
    • C8,500
    • D8,000

    Answer: 8,564: Look at the hundreds digit (5). Since 5 ≥ 5, round up to 9,000.

  21. Four freezer temperatures are recorded: -5°C, -2°C, 0°C and 3°C. Which temperature is the coldest?

    • A3°C
    • B-5°C✓
    • C-2°C
    • D0°C

    Answer: -5°C is the coldest because it is furthest to the left on a number line. The further below zero, the colder it is.

  22. The temperature at dawn is -3°C. By midday it has risen by 8°C. What is the temperature at midday?

    • A-11°C
    • B5°C✓
    • C-5°C
    • D11°C

    Answer: Start at -3 on a number line and move 8 places up: -3 + 8 = 5°C.

  23. A freezer is at -5°C and its temperature drops by another 3°C. What is the new temperature?

    • A8°C
    • B-8°C✓
    • C-2°C
    • D2°C

    Answer: Dropping means moving further down the number line: -5 - 3 = -8°C.

  24. A town has a population of 248,650. What is this rounded to the nearest thousand?

    • A248,700
    • B248,000
    • C249,000✓
    • D250,000

    Answer: Look at the hundreds digit, which is 6. Because it is 5 or more, round the thousands up: 248,650 becomes 249,000.

  25. The temperature at midnight is −4°C. By midday it has risen by 11 degrees. What is the temperature at midday?

    • A−15°C
    • B15°C
    • C−7°C
    • D7°C✓

    Answer: Start at −4 and count up 11: four degrees takes you to 0, and the remaining seven take you to 7°C. As a sum, −4 + 11 = 7.

  26. A freezer is set to −18°C. The kitchen it stands in is at 21°C. What is the difference between the two temperatures?

    • A3 degrees
    • B39 degrees✓
    • C37 degrees
    • D29 degrees

    Answer: From −18 up to 0 is 18 degrees, and from 0 up to 21 is another 21 degrees. 18 + 21 = 39 degrees. Subtracting a negative gives the same result: 21 − (−18) = 39.

  27. Four houses sold for £305,090, £350,900, £359,000 and £350,009. Which list shows the prices in order, starting with the lowest?

    • A£350,009, £305,090, £350,900, £359,000
    • B£305,090, £350,009, £350,900, £359,000✓
    • C£305,090, £350,900, £350,009, £359,000
    • D£305,090, £350,009, £359,000, £350,900

    Answer: Compare the hundred-thousands, then the ten-thousands, then the thousands. £305,090 is lowest. Of the two that start 350, £350,009 is smaller than £350,900. £359,000 is the highest.

  28. A stadium holds 62,500 people. The attendance at a match is 48,275. How many seats are empty?

    • A24,225
    • B13,225
    • C14,335
    • D14,225✓

    Answer: Subtract the attendance from the capacity: 62,500 − 48,275 = 14,225 empty seats.

  29. A booking fee is worked out as 6 + 4 × 5 pounds. Using the correct order of operations, what is the fee?

    • A£15
    • B£50
    • C£29
    • D£26✓

    Answer: Multiplication is done before addition. 4 × 5 = 20, then 6 + 20 = 26, so the fee is £26. Adding first would give 10 × 5 = 50, which is the common mistake.

  30. A square display is made of 12 rows with 12 tiles in each row. How many tiles are there altogether?

    • A124
    • B144✓
    • C24
    • D48

    Answer: This is 12 squared: 12 × 12 = 144 tiles. Adding 12 and 12 gives 24, which counts only two of the rows.

  31. A bank account is overdrawn and shows a balance of −£35. A payment of £120 is then paid in. What is the new balance?

    • A£85✓
    • B−£85
    • C£155
    • D£95

    Answer: The first £35 of the payment clears the overdraft and brings the balance to £0. The rest is £120 − £35 = £85, so the new balance is £85.

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