Here is a subtraction: 52 − 17. Look at the units column first. We want to take 7 away from 2. Can we do it? What could we do when there are not enough units at the top to take away from?
Give five seconds of quiet think-time before any hands go up, then take two or three hands-up answers. Write 52 − 17 on the board in tens-and-units columns as you pose it. Don't resolve it here — the point is to leave the class sitting with the problem "there aren't enough units up top". The renaming move is built in Watch and Notice.
The interactive works through three subtractions in columns, renaming a ten each time. Watch what happens to the tens and units digits when we rename, and check that the number is still worth the same.
Hold to "rename" throughout, not "borrow" or "take back" — pupils should hear the ten changing form, not disappearing. (Borrow comes in next lesson as a synonym; today the value-preserving idea lands first.)
43 − 18: 3 too small for 8, so rename. Cross out the 4, write small 3 above it, put little 1 before the units 3 so it reads 13. Say one ten has moved over. 13 − 8 = 5, 3 tens − 1 ten = 2 tens, answer 25.
62 − 27: take a quick guess first — is 2 enough to take 7 from? Take one or two hands, stress no wrong answer, then reveal. Rename: tens 5, units 12. 12 − 7 = 5, 5 tens − 2 tens = 3 tens, answer 35. Walk the add-back check once: 35 + 27 = 62.
50 − 24: the make-or-break case. Top has 5 tens and a 0, no units — still rename. Tens drop 5 to 4, units become 10. 10 − 4 = 6, 4 tens − 2 tens = 2 tens, answer 26. Emphasise a zero on top does not stop us.
Today we work through these subtractions together on the board: 45 − 19, then 63 − 28, then 81 − 79. Each one asks the same question first: are there enough units up top, or do we have to rename a ten? Say the answer aloud together before we fill in each column.
This round is for talking it through together — pupils take turns at the board and the class agrees or corrects out loud. Nothing is auto-marked here; the class settles the answer aloud before a digit is typed.
For each subtraction, ask first "are there enough units at the top?" and take a class answer before touching the rename cell. A pupil comes up, taps the rename cell to rename when needed, then fills each answer cell.
In your maths copy, set out these two subtractions in neat tens-and-units columns, one under the other:
Cross out and rename a ten where you must, then subtract each column. Finally, check each answer by adding it back to the smaller number.
Walk the room glancing at column alignment and the crossed-out rename note — this is whole-class copybook practice, not marking. Look for pupils who forget to drop the tens digit after renaming.
Today we work through these numbers together on the board: 38 − 15, then 52 − 27, then 70 − 34, and finally 91 − 58. Check the units column carefully before you decide whether you need to rename a ten.
This is the Class Challenge — pupils take turns at the board, the whole class watches, and everyone confirms each answer together before moving on. Keep the board work brisk rather than over-explaining.
Each pupil taps Check after filling the answer row; the class confirms the ✓ before moving on.
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