Look at this number on the board: 3,650.
When you say a big number, your voice says it in parts. We call each part a chunk. Here, "three thousand" is one chunk, and "six hundred and fifty" is the next chunk.
Now say it in your head, the way you would tell someone the score at a match or the number of people at a concert.
Here is the puzzle: where do the chunks fall, and which one do you say first?
Write 3,650 on the IWB and give five seconds of quiet think-time before any hands go up. Take two or three hands-up answers — listen for whether pupils naturally say "three thousand" first, then the rest. Revoice a strong answer: so we start with the biggest chunk, the thousands, and work down.

Watch as we build this number with place-value blocks. Say it with me: two thousand, one hundred and thirty-four. Each chunk you hear matches a column on the screen.
Now look carefully. This one is five thousand and eight. What do you notice about the hundreds and the tens? They are empty, so we say nothing for them — we jump straight from thousands to eight.
This one is six thousand, four hundred. The tens and units are empty this time, so the number stops at "four hundred".
Walk each example aloud, one at a time, and link the spoken chunk to its column.
Now we work through this together. When I read a four-digit number aloud in words, one of you will come up and build it in the Th, H, T and U columns.
Listen hard for the chunks. If you hear a chunk skipped, that column needs a zero. Once it is built, we will all read it back together to check it matches what I said.
This round is for talking it through together — pupils take turns at the board and the class agrees or corrects out loud.
Read each number slowly in words and let an individual pupil build it in the columns. Rotate four pupils. Good numbers to read aloud: three thousand, two hundred and forty (3,240); seven thousand and five (7,005, an empty-columns warning); four thousand, six hundred (4,600); nine thousand and ninety (9,090). After each build, have the whole class read the number back in unison to keep the watching pupils with you, then ask: which chunk did you NOT hear, and what does that tell us? Revoice: no hundred word means a zero in the hundreds column.
In your maths copy, write down the four numbers I read aloud, as digits.
Then look at these two numbers on the board and write each one out in words: 4,326 and 7,105.
When you are finished, check each one by reading it back to yourself — does what you wrote match what you hear?
Read four numbers aloud for pupils to write as digits (include one with an empty middle column, such as 3,605). The two numbers for the words task are shown in the description (4,326 and 7,105). Walk the room glancing at whether zeros are placed correctly — this is whole-class copybook practice, not marking.
Now we work through these numbers together: 1,205 → 3,090 → 7,016 → 9,400.
For each one, I will call one of you up to read it aloud in words and build it on the board, while the rest of the class watches and checks. The zeros are the tricky part, so we will say each number slowly and check it before we move on.
This round is the practice bank — call one pupil up per number, the class checks aloud, and confirm before moving on. Keep the board work brisk rather than over-explaining.
For each target, ask the narrating question: which words tell you a column is empty? 1,205 has no tens word; 3,090 has no hundreds or units word; 7,016 has no hundreds word; 9,400 has no tens or units word. Use the Check button as part of the narration — yes, that's it — when a pupil lands the number.
When we say a four-digit number aloud, where does it break into chunks? And which chunk warns you that a column is empty?
Listen for pupils naming the missing word as the empty-column signal — "no hundred word means a zero in hundreds". Revoice a strong contribution: so when a chunk is skipped, that is the zero telling us the column is empty. Push gently on the order: we always say the biggest chunk, the thousands, first.
Next, we will take these four-digit numbers apart in a different way, splitting them into thousands, hundreds, tens and units to see how one number can be written in more than one way.
Recap the empty-column idea once more as the headline takeaway. This lesson sets up partitioning and renaming, which comes next.
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