### Sport Collection

This is our collection of favourite mathematics and sport materials.

### Opening Patterns

Look at some of the patterns in the Olympic Opening ceremonies and see what shapes you can spot.

### Olympic Cards

Design your own scoring system and play Trumps with these Olympic Sport cards.

# Who Can Be the Winner?

## Who Can Be the Winner

Sean threw his beanbag $20$ paces. Henry threw his beanbag $18$ paces. Janine threw her beanbag $21$ paces.

Who was the winner?

James hopped on one leg for $25$ hops. Anna hopped on one leg for $32$ hops. Gina hopped on one leg for $29$ hops.

Who was the winner?

Amit ran across the playground in $20$ seconds. Sara took $18$ seconds. Marek took $17$ seconds.

Who was the winner?

Photograph acknowledgements
http://photographicdictionary.com/h/hop


### Why do this problem?

This problem gives the children experiences of different ways of winning. Usually children expect a larger score to be the winning one. This holds in many sports (high jump,  javelin throwing) but in timed events the smaller the number, the better. Confronting and discussing this contradiction may help them to understand some of the conversations about Olympic scores they may hear as well as supporting their longer term understanding of measure.

### Possible approach

As with many activities, this one becomes all the richer when the children actually do the activity. You could try all three competitions with your class as an introduction to the topic or use work they have already done in tackling Can you do it too?
If it's not possible to do a whole class activity, you could demonstrate one of the questions using three children. One is the winner. The children will need to share their understandings of what winning means, identify who is the winner  and to say how they know.
The paces activity activity is an ideal one to introduce the idea of using a standard measure for comparison. Does it matter that the paces are all different lengths? Why?

### Key questions

Who do you think will win? Why? how do you know?
Is it the highest number of .... or the lowest number?
Why?
Can you put the results in order to see who came first, second and third?
Was it a fair competition? Why?

### Possible extension

The children could try the competitions for themselves and order the results for the whole group. They could then identify who the gold, silver and bronze medal winners would be.
They could also look at some real results from Olympic competitions to find the gold, silver and bronze medal winners. This could contribute to your Olympic display.

### Possible support

Some children may need lots of support to make sense of the numbers and what they mean. Focus on a small group of activities where the higher number wins, then change to another where the shorter time wins. Understanding that the lower numbers are better results for some competitions but worse for others is tricky and will need a lot of work on the sense making aspects of the situation.