Here is a spinner split into four equal parts. Two parts are red and two parts are green.
Is it certain that the arrow will land on a colour when we spin it? Could the arrow ever land on blue?
Watch four spinners on the board. For each one, think: how likely is it to land on green?
Which spinner makes green the surest? Which makes green completely out of reach?
Today we work through these words together, making the spinner match each one: first make green certain, then likely, then an even chance, then unlikely, and finally impossible.
An even chance means it happens about half the time, like a coin landing heads. So an even-chance spinner has just as much green as not-green.
As we set each spinner, say out loud why the parts match the word.
In your maths copy, write the five likelihood words in order from impossible to certain. Then, beside just two of them, write one everyday event that fits. For example: the sun will rise tomorrow — certain.
Today we sort five everyday events by how likely they are, all together at the board. When it is your turn, come up, choose the likelihood word that fits, and say why. Everyone else watches and agrees or gently corrects:
They get trickier as we go, so listen carefully before you decide.
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