Watch as I fold this paper heart straight down the middle. The fold I make is a mirror line: the line we test to see whether the two halves match. Look closely: the two halves land exactly on top of each other, like a mirror.
A square is different. Where could you fold a square so that both halves match perfectly? Is there only one fold that works, or could there be more than one?
Watch the mirror line move across four shapes: a square, a rectangle, the letter X and the letter T. Each fold either makes two halves that match or it doesn't. Count how many folds match for each one.
Today we explore: tap to place the mirror line, the fold line we test, on each shape and letter to see whether the two halves match. We will work through a square, a rectangle, the letter T and the letter X on the shared board.
When the fold makes both halves land exactly on top of each other, we have found a line of symmetry. When they miss, that fold does not count.
In your maths copy, draw a square, a rectangle and the letter X. Then rule in every line of symmetry you can find on each one. Use the straight edge of your ruler to keep your lines neat.
Today we work through these together: the letter H, the letter X, the letter S and the letter M.
Watch out — one of them has no line of symmetry at all, so check every fold carefully before you decide.
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