📓 Journal

A child can be fluent with decimals in a shop and still say 0.35 is bigger than 0.5 on paper. The four places decimals go wrong, why more practice does not fix them, and a two-minute check you can do tonight.

Why a child who coped in P4 can come unstuck in P5: the four things that change, the "of the remainder" trap that eats the most marks, and how to tell a reading problem from a maths one.

A child who reads aloud beautifully can still lose most of the comprehension marks. What that gap usually is, how to tell which kind you are looking at, and what helps.

Knowing your child scored below the class average tells you less than it feels like it does. What a comparison can honestly show you, what it cannot, and the more useful question to ask instead.

A right guess and real understanding look identical on a marked paper. The four kinds of guessing, how to tell which one you are looking at, and the question that works better than asking for working.

A maths mark that falls sharply usually has an ordinary explanation. What to look at first, in order, before deciding anything — starting with the paper itself rather than the number on it.

Where to stop when you are sitting beside your child doing maths: the difference between help that teaches and help that carries, a simple ladder of prompts, and how to tell whose work you are looking at.

How to stop maths going rusty over the school holidays without making the holidays feel like term time: little and often, why the first week back is harder than parents expect, and what is actually worth practising.

She can do it at the kitchen table and goes blank in the test. Three different things that look identical from outside, how to tell them apart, and what actually helps.

Most assessment books are bought in a hurry and finished by nobody. A two-minute check in the shop, the one page that tells you if a book is any good, and why one finished book beats five started.

Four different problems all look like "weak at maths" and only some of them are fixed by tuition. How to work out which one you have, what to try first, and when a tutor genuinely is the right call.

A child who was fine with numbers can stall completely at fractions. Why it is genuinely harder, the three separate ideas hiding inside one word, and the questions that show you which one is missing.

There is no published number, and anyone who gives you one is guessing. A better question is where the time went — and three very different two-hour evenings that need three different answers.

Your child says that is not how the teacher does it, and you are both stuck. Why the school's longer method is not a worse version of yours, and what to do at the table tonight.

Why a child who was fine in P2 can suddenly struggle in P3: the four things that change at once, how to tell a reading problem from a maths problem, and what actually helps at home.

Ninety per cent on the app, then red marks on the worksheet. Four real differences between answering on a screen and answering on paper, and the small changes that close the gap.

You do not need to be able to do the maths to be genuinely useful. What to avoid saying, the five things you can do without knowing the method, and why not knowing is an advantage.

A timer helps with facts that should be automatic and quietly damages anything that needs thinking. How to tell which is which, and the signs it has stopped working.

Two weeks is not enough to build understanding that isn't there, and it is more than enough to turn near-misses into marks. What to do with the time, and the three things not to start now.

Why your child draws rectangles instead of doing the sum, the two shapes nearly every bar model uses, and the four things parents do that quietly make it harder.

Why a correct answer can still lose marks in primary maths, what working is actually for, the six places marks quietly disappear, and how to ask for working without turning it into a fight.

Twenty minutes of homework becomes an hour, and both of you are upset. Why checking goes wrong, the three kinds of wrong answer and how each needs a different response, and a routine that ends on time.

What a child usually means when they say they are bad at maths, why reassurance does not work, and how to find the specific gap underneath a sentence that sounds like it is about ability.

A child who knows the 2s and 5s but stalls on the 7s is not lazy or slow. What the grid really contains, the order that makes it smaller, and why chanting a table is not the same as knowing it.

When a child can do the arithmetic but stalls on word problems, the gap is almost never the maths. What is actually going wrong, why keyword tricks backfire, and what helps.

Why children count on fingers, when it is a normal step and when it is worth acting on, and what actually helps a child move past it without being told to stop.

"Careless" is rarely one thing. The four different mistakes it usually turns out to be, how to tell which one your child is making, and what actually helps for each.