## The Polyomino Jigsaw Puzzle Competition

The results of our Polyomino competition are out! We had some wonderful entries, some of which you’ll see here. Of course, we could not have every entry win or even the majority of entries so…

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# Category: Polyomino Puzzles

## The Polyomino Jigsaw Puzzle Competition

## Pentomino + Pentomino = Decomino

## Polyomino Competition Update

## Open Cube Nets vs Pentominoes

## Polyomino Jigsaw (and chance to win a t-shirt)

## Polyominoes and Symmetry

## Making Pentominoes

## Polyomino Challenges

Finding and keeping moments of maths each week

The results of our Polyomino competition are out! We had some wonderful entries, some of which you’ll see here. Of course, we could not have every entry win or even the majority of entries so…

This week’s challenge is about pentomino pairs. You can split any decomino (10 square shape) into 2 pentominoes (Is this true? Or can you find a 10 square polyomino (decomino) that can’t be split into…

A couple of updates to the competition. First the deadline has been extended to include half term. You can now submit your entry any time up to Sunday 2nd June. This also allows you to…

Pentominoes are where polyominoes start to get interesting. There are just enough of them to make it a nice challenge to discover them all (as an extension, see if you can find a way to…

This week’s activity is all about making and creating. Polyominoes it turns out make great jigsaw pieces. Ask anyone who got hooked on Tetris 20 or 30 years ago. The aim of this challenge is…

One of the difficulties in learning maths, and especially geometry is that we learn about mathematical objects in non mathematical ways. So we might learn algebra by learning to move numbers around the equation. This…

Polyominoes are made with squares. If you use 2 squares you make a domino. There is only one type of domino. Most of us will be familiar with it. If you use 3 squares, you…

Polyominoes are shapes made by sticking squares together in a particular way. All squares must be connected to at least one other square Squares can only be connected across a full side There are lots…