Why do this problem?
relates counting in twos with the natural phenomenon that legs on creatures always come in pairs. It might be best done with a small group of children.
You will need a set of the animal cards and the legs cards from this sheet. Alternatively, you could use cards from these sheets which also
include a centipede and a millipede along with name cards.
You could start by showing the children all the pictures of the animals. If they need prompting, ask them to talk about what they see. They are likely to mention a whole variety of things, but focus in on the number of legs the animals have, perhaps by saying something like, "Tell me about the animals' legs".
Lay out the other cards which have the number of pairs of legs written on them, and without saying much else, invite the children to match the animal to the number of legs it has. Depending on how well the pupils can read, you may want to read each card aloud. Try not to intervene as they tackle the task but listen and watch what they do. (If you are using
the name cards too, you could introduce them at this stage as well.) You might wish to leave the centipede and millipede to be done later as they do not have exact numbers of legs - but these do always come in pairs!
Once the group is happy that they have sorted the cards, ask them to explain to you how they did it. This will give you some insight into how well they understand the concept of pairs. It might be appropriate to check the matching together by asking individuals to count the legs in whatever way they feel most comfortable. If they count in ones, challenge them to
tell you how many pairs that makes and support them in modelling ways to do this. You may find that even numbers come up in conversation too.
Can they think of anything else that comes in pairs as well as legs?
How will we find a card to go with this one?
Tell me about what you've done.
Learners could look up other animals and creatures and their numbers of pairs of legs. You could go on to an activity such as Noah
, which asks children to suggest animals that have a particular number of legs in total. Alternatively, they could try Number Tracks
Some children may need more practical experience of pairing before having a go at this activity, for example using socks or gloves or shoes.