Why carrying is where children get stuck
A child who answers 2 + 5 can still stop at 7 + 5, and it is not about the size of the numbers. Carrying, broken into the three steps it really is.
One child answers 7 + 5 in a second; another takes twelve. Both say 12, and
both get a tick. What is happening inside the two is not the same thing.
An answer in a second has been remembered. An answer in twelve has been rebuilt - counted on fingers, or assembled by making ten. Both arrive. They do not both carry forward.
In 27 + 15, the ones column has to be worked out while the tens are held in
mind. A child who spends twelve seconds on the ones has nothing left over to hold the
tens with. Speed here is not the goal in itself - it is
the room the next step needs.
This drill splits a first-attempt correct answer three ways: under four seconds, under ten, and longer. Each gets a different mark.
Four seconds sits around the boundary between recalled and reconstructed; ten is where it is safe to say the fact is not yet automatic. A bar on screen shows where the current answer stands while it is being worked out - the threshold is not hidden. Better a line you can see moving than a verdict delivered afterwards.
Neither number comes from a study. They were set by solving on this screen, with its keypad, where how fast a finger moves is part of the total. They are not an absolute standard so much as a line for watching one child change against.
Timed arithmetic tests have long been blamed for making children afraid of maths. Under time pressure, facts that are known stop arriving. And a belief about oneself - "I am bad at maths" - can set long before the ability it claims to describe.
The criticism lands. The moment speed becomes the point, practice becomes a contest - and a contest works for the children who are winning it while quietly excusing the ones who most need the practice.
So the timing is narrowed instead.
The reading here is that measuring is not the problem - what the measurement is then used for is. Feeding it into which topics come up more often is one thing; pressing the child with it in the moment is another.
There is no such thing as practice at answering faster. Speed falls out of knowing the fact. So when a slow topic shows up, the response is not "be quicker" - it is to ask for that topic a little more often.
That is the whole reason mean time is one of the ingredients in the weakness score - and why it is weighted below accuracy, since being wrong comes first. The rest of that calculation is in how weakness is measured.
The bar is on screen, but nothing is rushing you. No sign-in needed.
For a walk-through with screenshots, see the full introduction.
More reading
A child who answers 2 + 5 can still stop at 7 + 5, and it is not about the size of the numbers. Carrying, broken into the three steps it really is.
Treat a x b and b x a as one fact and the pile halves. Which ones are last to stick, and what is gained by taking one table at a time.
A box plus five equals twelve wears the face of addition and asks for subtraction. It needs the equals sign read as a balance, not as a place to write the answer.
Wrong, slow, or not seen for a while - three faces of weakness weighed into one number, plus what has to be added so that practice stays bearable.
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