Here is a quick one to do in your head: what is 38 + 27?
Think it through quietly first, then we will share answers aloud. When you have an answer, notice the very first thing you did in your head to work it out.
There is more than one good way to add these numbers, so every method is welcome. We want to hear them all.
The number line shows three additions, each solved a different way. Watch how the jumps land and see if you can name the strategy each time.
Today we work through these additions together on the number line: 48 + 23, then 27 + 29, then 55 + 8. One pupil works at the board while the rest of us follow along and confirm the landing number.
For each one, we draw the jump arcs to reach the total, and we say which strategy we chose before we start. Sometimes we bridge to a friendly ten — that means we hop to the nearest tidy ten first, like 50 or 60, before adding the rest.
In your maths copy, work out these three additions. Each time, write the strategy name you chose beside the answer.
The strategy names you can choose from are partition, count on and near double.
Today we take on a set of additions that step up in difficulty: 26 + 17, then 48 + 35, then 67 + 28, then 89 + 46. Add the jumps along the line to reach each total, and choose the strategy that fits the numbers.
The last sum, 89 + 46, is a stretch: it crosses past 100 into the hundreds, so its jumps are bigger. If that one feels tricky, just watching the jumps and predicting the landing number is plenty.
When is partition faster than counting on, and when is the opposite true? Think of a sum where each one would be your first choice.
Next we look at mental subtraction strategies, including counting up to find the difference between two numbers.
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