Leo+DadMade for Leo
Perimeter of Quadrilaterals & Composite Figures
Rung 2 of 4 · The method

Actually Working One Out

For a rectangle there's a tidy shortcut that saves you adding four numbers. Two sides, one bracket, double it.


PractiseHit “new rectangle”, work out the perimeter, then check yourself.
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You could always just add the four sides — that never fails. But a rectangle has matching pairs, so there's a faster way that means less to add and fewer slips.

Why the Shortcut Works

A rectangle has two long sides (both the length) and two short sides (both the width). So the four sides are really length + width + length + width. That's just two lengths and two widths — which is the same as adding one length and one width, then doubling. We write it as Perimeter = 2 × (length + width).

The Two Moves

One — add the two different sides. One length plus one width. Two — double the answer. Multiply by 2, because there are two of each.

A Worked One

A rectangle 8 long and 5 wide: add the different sides, 8 + 5 = 13; then double, 2 × 13 = 26. So the perimeter is 26 units. If those were metres, that's 26 m of edge.

Watch this slip: the most common mistake is stopping at 8 + 5 = 13 and writing that down. That's only half the way round. Always double — there are two of each side.

Us, Thinking Out Loud

Could you explain to me why doubling works instead of adding four numbers?

When might adding all four sides actually be the safer choice?