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P3 maths numbers to 10 000 paper 1 (basics): place value, reading and comparing

P3 maths numbers to 10 000 paper 1 (basics): place value, reading and comparing

  • 2026-11-10

P3 maths numbers to 10 000 paper 1 (basics): place value, reading and comparing

Ten items starting from place value: read, write, compare and order four-digit numbers, each with an answer.

Direct answers Answer on your own first, then check the table in section 03; each item carries a one-line note.

01 Paper details (check answers afterwards)

Item Detail
Questions 10
Suggested time 20
Difficulty mix Foundation 3 · Intermediate 3 · Challenge 3 · Error redo 1
Chapter Chapter: P3 Maths Numbers to 10 000
Level P3

02 Questions (10 items)

  1. FoundationIn 3 456, what does the digit 4 stand for?
  2. FoundationWrite “seven thousand and eighty” in figures.
  3. FoundationIn 5 302, which place does the digit 3 occupy?
  4. IntermediateWork out 4 000 + 300 + 20 + 5.
  5. IntermediateWhich is larger, 6 508 or 6 580?
  6. IntermediateArrange 2 305, 2 350 and 2 035 from smallest to largest.
  7. ChallengeWhat is the next whole number after 9 999?
  8. ChallengeWhich number is made of 5 thousands, 0 hundreds, 7 tens and 6 ones?
  9. ChallengeHow many hundreds are there in 7 400?
  10. Error redoA pupil reads 6 090 as “six thousand and ninety”. What has gone wrong?

03 Answers and one-line notes

# Answer One-line note
1 4 hundreds, that is 400. The 4 is in the hundreds place, so its value is 400.
2 7 080 Seven thousands, zero hundreds, eight tens and zero ones give 7 080.
3 The hundreds place. Reading 5 302 as 5 thousands, 3 hundreds, 0 tens and 2 ones puts the 3 in the hundreds place.
4 4 325 Add place by place: 4 thousands, 3 hundreds, 2 tens and 5 ones.
5 6 580 is larger. The thousands and hundreds match, so compare the tens digits: 0 is less than 8.
6 2 035, 2 305, 2 350 All three have 2 thousands, so compare hundreds: 2 035 has 0 hundreds and comes first.
7 10 000 All four nines carry over, which gives the five-digit number 10 000.
8 5 076 The zero in the hundreds place must be written, or the number would become 576.
9 74 hundreds Dividing 7 400 by 100 gives 74, so there are 74 hundreds.
10 The zero in the hundreds place must be read: it is “six thousand and ninety”. When a middle digit is zero the reading needs that zero spoken aloud.

04 What to do after marking

  • After marking, redo only the wrong items and write down which step went wrong (formula, unit, or misread number).
  • Repeat the same item two days later; move to the next paper only when both attempts are correct.
  • Parents only need the answer and note columns; there is no need to explain every item.

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