Jack's mum bought some candles to use on his birthday cakes and when his sister was born, she used them on her cakes too. Can you use the information to find out when Kate was born?
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Can you each work out what shape you have part of on your card? What will the rest of it look like?
Some children from the class are thinking about races because they are interested in the Olympics. Afzal, Bengy and Chrissy like the idea of getting medals. They know that there are Gold, Silver and Bronze medals.
Afzal says that if he won he'd get Gold and if Bengy then came second he'd get Silver and Chrissy would then get Bronze.
Chrissy says that's right but if she'd come first she would get the Gold and then when Bengy came second he'd get Silver again and Afzal would get Bronze.
Bengy has other ideas too.
If the children found all the different ways in which they could be first, second and third, how many would they find?
If we think of Gold first and then Silver and lastly Bronze then so far we have:
Afzal, Bengy, Chrissy
Chrissy, Bengy, Afzal
and whatever Bengy's ideas are.
Which ways can you find?
This activity can be approached practically with young pupils, and it could be used as a starter for class/group discussions. Some children will acquire new mathematical concepts and vocabulary, whilst others will find it helps them to develop skills connected with solving numerical problems.
After telling the story (or your own version appropriate to the children and the classroom context) model the activity with three pupils involved and use the session purely as a discussion in which the children do not necessarily need to do any recording.
What other ways of ordering can there be?
Some might like to think about what if there is a "draw" for one of the medals.