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Who Plays What? Statistics, Level 1 Problem Jason, Emma and Rangi are talking about their favourite sports that are soccer, swimming and hockey. ![]()
What is this problem about? This is a logic problem drawing on their general knowledge of sport. The aim of the problem though is to practice using words relating to probability. Achievement Objectives Statistics (Level 1) - classify events from their experience as certain, possible, or impossible. Mathematical Processes Specific learning outcomes The children will be able to: - use words to describe the likelihood of events. - use logical reasoning to solve a problem. Teaching sequence Tomorrow it will snow. You will have potatoes for tea. You will become a Silver Fern or an All Black or an All White. How do you know that Jason is a swimmer? What does impossible mean? Certain? Possible? Match the pictures of the sports with the name cards. Extension to the problem Jane joins the group her clue is that in her sport it is certain that she will catch a ball. What sports could she play? Solution Since both hockey and soccer have off-side rules, then Jason must be the swimmer. All hockey players use a stick, so Emma is the hockey player. The All Whites are the New Zealand national soccer team. So it might be possible for a Rangi All White. Rangi must be the soccer player. Extension: Many sports fit the clue (netball, basketball...) |
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