In the 2025 to 2026 school year, children all over Ireland were in 5th class, the class you are in now. How many of them do you think there were? More than a thousand? More than ten thousand? More than a hundred thousand?
Hands up with your best guess. Then we will find out the real number and see which place-value columns it needs.
Watch the numbers being built on the mat, column by column, from the smallest up to the biggest. Every number today sits in the same six columns, just filling more or fewer of them. Keep your eye on the columns that stay empty and ask yourself what they are doing there.
We will use the same six-column mat we just saw, with the columns HTh, TTh, Th, H, T, U. Today we work through these numbers together: 3,072, then 70,309, then 105,008, then 800,070.
The zeros catch people out, so before each builder finishes, the whole class reads the number aloud together. Then whoever is at the board checks their build against what we said, and the rest of us agree or correct.
In your maths copy, sketch the six place-value columns and label them HTh, TTh, Th, H, T, U. Then write each of these numbers into the columns, one under the other, and read each one aloud after you write it:
Now we build a fresh set on the mat, each one a little trickier than the last: 8,004, then 60,030, then 200,109, then 700,005.
Before each one is built, we will ask: what is tricky about this one? Then a pupil builds it and we check together.
Each column to the left is worth ten times the one before it. What do you think would happen if the rule was 'five times' instead of 'ten times'? How would our numbers change?
Today we split numbers up into columns: hundreds, tens and units. Next we take that same idea one step further. Instead of splitting one whole into tens and units, we will split one whole into ten equal parts and meet our first decimals: tenths.
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