Practices

Plenty of children read the equals sign as put the answer here. Write it the other way round sometimes, eight equals three plus five, so they meet the idea that both sides are simply the same amount.

Move the sign about. Leave the gap in the middle, four plus something equals two plus five, and watch what the child does with it. If they add…

When the usual route into reading or arithmetic does not form, children build another one, and it nearly always runs through memory. It works for years, and it costs far more effort than anyone watching realises.

This is the bright child who is somehow always tired, always slow with written work, quietly memorising what everyone else is working out. The route…

If a child is behind in reading, the gap rarely closes on its own with another year of the same. Asking for a proper assessment now is kinder than hoping that maturity will do the work.

National figures show reading proficiency barely shifting between primary school and the end of secondary, which tells you that catching up later is…

Build numbers and break them up again. Seven is five and two, and also six and one, and a child who can see that has the thing mental arithmetic is made of.

Blocks, buttons, coins, anything you can push into two piles and back together. Ask which numbers fit inside other numbers and let the child show you…

In practice, you sometimes have to stop a child using the trick that has kept them afloat, so the weaker skill finally gets used. Expect them to hate it for a while.

If memorising is doing the work, the part that should be doing it never gets a turn. So build short pieces of practice where the workaround is simply…

After a course of intensive work, this student's sound skills moved from the middle of the range to near the top. Average was never the ceiling. It was simply where an untreated difficulty had left them.

Hearing single sounds in a word, holding sounds in memory, repeating made up words: all of them shifted a long way once the teaching was right. That…