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San Yu Adventist SchoolSingapore, Singapore
Your next task: planning fair portions for a shared activity. Bring your class and programme context to PLAI™, then shape the draft around what you want learners to understand.
San Yu Adventist School connects caring, cooperation and responsibility within its Adventist ethos. Use that foundation to plan fair portions for a shared activity, asking pupils to use quantities to explain a choice and consider whether it is practical.
What do you know about San Yu Adventist School and its curriculum?
School context
Help learners use quantities to justify a fair and practical decision. Build towards that goal with a question, an activity and a chance to explain their thinking.
Help me plan an activity for primary learners about planning fair portions for a shared activity. First ask for my year group, programme, objective and permitted materials. Include an opening question, a shared activity and an independent check. Help learners use quantities to justify a fair and practical decision. Do not invent school assessment criteria or lesson sequences.
Use equal wholes to connect a bar, a circle and a number line. Compare the fractions on page two and explain Kit’s denominator claim. For this page’s task, prepare the material around planning fair portions for a shared activity.
Help me prepare an original task about planning fair portions for a shared activity for my confirmed class. I will supply the source content. Use Fractions three ways: show, compare and share as a model for the teaching structure. Ask for my year group, goal and prior learning. Check the new subject content and age suitability, offer optional support and leave an independent explanation. Keep source facts distinct from this new task and do not infer school criteria.
Review the new planning fair portions for a shared activity task for my confirmed class. Check the subject content, reading load and response space. Add optional support while keeping an independent explanation. Use a model to explain why one half is larger than one third. Keep the whole the same size.
Use the source as a teaching model, then review the new task for your confirmed class.
For planning fair portions for a shared activity, decide what pupils must explain independently. Use a model to explain why one half is larger than one third. Keep the whole the same size.
Keep the conversation going
Tell PLAI™ what you want to change. Try one of these follow-ups with your draft, then check the result for your class.
Suggest a different opening question that connects this learning goal to something learners already know.
Add an optional vocabulary box and a sentence starter. Keep the main reasoning task and final independent question.
Add a follow-up question that asks learners to explain their reasoning in a new situation.
Start with planning fair portions for a shared activity, or bring a topic of your own. Keep your learning objective and professional judgement at the centre.
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