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Math 3 · Unit 1: Numbers to 1000 · Cambridge Primary Maths Stage 3

1.1 Hundreds, tens and ones

15 questions · e.g. What is the value of the 6 in 623?

Practice

Questions

  1. 1. Here is the last row of a 100 square. Write the numbers in the next row, which is the first row of the 101 to 200 square. Drag a number into each empty square.

    919293949596979899100101

    Fill the blanks with these.

    Check
  2. 2. Complete this piece from a 1 to 1000 number strip. Drag a number into each empty square.

    112

    Fill the blanks with these.

    Check
  3. 3. Complete this piece from a 1 to 1000 number strip. Drag a number into each empty square.

    201

    Fill the blanks with these.

    Check
  4. 4. Complete this piece from a 1 to 1000 number strip. Drag a number into each empty square.

    132

    Fill the blanks with these.

    Check
  5. 5. What 3-digit number is shown by these base-ten blocks?

    Check
  6. 6. What 3-digit number is shown in this place-value table?

    100s★★★★★10s★1s★★★
    Check
  7. 7. What is the value of the 1 in 164?

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  8. 8. Write the numbers in the next row of the 1 to 1000 strip. Drag a number into each empty square.

    351352353354355356357358359360361

    Fill the blanks with these.

    Check
  9. 9. Which number is 600 + 20 + 3?

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  10. 10. Which 3-digit numbers are shown on the left and the right abacus?

    100s10s1s100s10s1s
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  11. 11. Which choice writes the shaded 3-digit number in words?

    100200300400500600700800900102030405060708090123456789
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  12. 12. Complete this piece, which comes from a 1 to 1000 number strip. Drag a number into each empty square.

    500

    Fill the blanks with these.

    Check
  13. 13. Write the missing numbers on the worm. Drag a number into each empty square.

    157167177217

    Fill the blanks with these.

    Check
  14. 14. Read along each row of the grid to find three 3-digit numbers, then down each column to find three more. Which choice writes the rows, then the columns, in words?

    546318972
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  15. 15. Arun says: "When you have two different digit cards, you can make two different 2-digit numbers. So when you have three different digit cards, you must be able to make three different 3-digit numbers." Is Arun correct?

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