Week 1Week 1. Mathematical reform & motivating learning How students learn I: Motivation, mathematical mindset, grit; History and development of school mathematics; quality teaching & influences APST 1.2, 2.1 Learning outcomes: L01, L02
📖 核心知识点:Week 1. Mathematical reform & motivating learning How students learn I: Motivation, mathematical mindset, grit; History and development of school mathematics; quality teaching & influences APST 1.2, 2.1 Learning outcomes: L01, L02。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐ | 预计投入 8h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 2h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week1.Mathematicalreform&motivatinglearningHowstudentslearn
💡 学习提示
• 总结 Week 1. Mathematical reform & motivating learning How students learn I: Motivation, mathematical mindset, grit; History and development of school mathematics; quality teaching & influences APST 1.2, 2.1 Learning outcomes: L01, L02 的核心概念与适用场景
• 为第1周生成 5 道练习题并给出解题步骤
Week 2Week 2. Developing maths understanding & numeracy How students learn II: Activities for developing mathematical understanding; Literacy & Numeracy in mathematics; lesson planning; graphing calculators APST 1.2, 2.1, 2.5, 2.6 Learning outcomes: L01, L02, L04
📖 核心知识点:Week 2. Developing maths understanding & numeracy How students learn II: Activities for developing mathematical understanding; Literacy & Numeracy in mathematics; lesson planning; graphing calculators APST 1.2, 2.1, 2.5, 2.6 Learning outcomes: L01, L02, L04。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐ | 预计投入 8h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 2h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week2.Developingmathsunderstanding&numeracyHowstudentslearn
💡 学习提示
• 总结 Week 2. Developing maths understanding & numeracy How students learn II: Activities for developing mathematical understanding; Literacy & Numeracy in mathematics; lesson planning; graphing calculators APST 1.2, 2.1, 2.5, 2.6 Learning outcomes: L01, L02, L04 的核心概念与适用场景
• 为第2周生成 5 道练习题并给出解题步骤
Week 3Week 3. Number & measurement Teaching number (proportional reasoning) and measurement; Australian curriculum; Mathematical processes in the curriculum; Peer teaching begins APST 1.5, 2.1, 3.3 Learning outcomes: L01, L02, L03, L06
📖 核心知识点:Week 3. Number & measurement Teaching number (proportional reasoning) and measurement; Australian curriculum; Mathematical processes in the curriculum; Peer teaching begins APST 1.5, 2.1, 3.3 Learning outcomes: L01, L02, L03, L06。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐ | 预计投入 8h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 2h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week3.Number&measurementTeachingnumberproportionalreasoningand
💡 学习提示
• 总结 Week 3. Number & measurement Teaching number (proportional reasoning) and measurement; Australian curriculum; Mathematical processes in the curriculum; Peer teaching begins APST 1.5, 2.1, 3.3 Learning outcomes: L01, L02, L03, L06 的核心概念与适用场景
• 为第3周生成 5 道练习题并给出解题步骤
Week 4Week 4. Algebra; Functions & transformations Developing algebraic reasoning; exploring functions & transformations. More on lesson plans; Peer teaching continues. APST 2.1, 2.2, 2.6, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06
📖 核心知识点:Week 4. Algebra; Functions & transformations Developing algebraic reasoning; exploring functions & transformations. More on lesson plans; Peer teaching continues. APST 2.1, 2.2, 2.6, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐ | 预计投入 8h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 2h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week4.AlgebraFunctions&transformationsDevelopingalgebraicreasoningexploring
💡 学习提示
• 总结 Week 4. Algebra; Functions & transformations Developing algebraic reasoning; exploring functions & transformations. More on lesson plans; Peer teaching continues. APST 2.1, 2.2, 2.6, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06 的核心概念与适用场景
• 为第4周生成 5 道练习题并给出解题步骤
Week 5Week 5. Geometry & trigonometry Developing geometric reasoning; building understanding of trigonometric functions and relationships. Visualisation and hands-on maths; Peer teaching continues. APST 2.1, 2.2, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06
📖 核心知识点:Week 5. Geometry & trigonometry Developing geometric reasoning; building understanding of trigonometric functions and relationships. Visualisation and hands-on maths; Peer teaching continues. APST 2.1, 2.2, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐⭐ | 预计投入 10h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 4h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week5.Geometry&trigonometryDevelopinggeometricreasoningbuildingunderstanding
💡 学习提示
• 总结 Week 5. Geometry & trigonometry Developing geometric reasoning; building understanding of trigonometric functions and relationships. Visualisation and hands-on maths; Peer teaching continues. APST 2.1, 2.2, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06 的核心概念与适用场景
• 为第5周生成 5 道练习题并给出解题步骤
Week 6Week 6. Probability & statistics; Mathematical modelling & investigations Developing probability & statistics understanding; mathematical modelling and investigations; Peer teaching continues. APST 2.1, 2.2, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06
📖 核心知识点:Week 6. Probability & statistics; Mathematical modelling & investigations Developing probability & statistics understanding; mathematical modelling and investigations; Peer teaching continues. APST 2.1, 2.2, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐⭐ | 预计投入 10h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 4h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week6.Probability&statisticsMathematicalmodelling&investigationsDeveloping
💡 学习提示
• 总结 Week 6. Probability & statistics; Mathematical modelling & investigations Developing probability & statistics understanding; mathematical modelling and investigations; Peer teaching continues. APST 2.1, 2.2, 3.3, 3.4 Learning outcomes: L01, L02, L03, L06 的核心概念与适用场景
• 为第6周生成 5 道练习题并给出解题步骤
Week 7Week 7. Designing & evaluating investigations Preparing for prac; classroom management; responding to feedback; designing & evaluating mathematical investigations; Problem-solving and modelling tasks (PSMTs). APST 2.3, 3.1, 3.3, 5.1, 6.3 Learning outcomes: L01, L02, L03, L05
📖 核心知识点:Week 7. Designing & evaluating investigations Preparing for prac; classroom management; responding to feedback; designing & evaluating mathematical investigations; Problem-solving and modelling tasks (PSMTs). APST 2.3, 3.1, 3.3, 5.1, 6.3 Learning outcomes: L01, L02, L03, L05。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐⭐ | 预计投入 10h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 4h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week7.Designing&evaluatinginvestigationsPreparingforpracclassroom
💡 学习提示
• 总结 Week 7. Designing & evaluating investigations Preparing for prac; classroom management; responding to feedback; designing & evaluating mathematical investigations; Problem-solving and modelling tasks (PSMTs). APST 2.3, 3.1, 3.3, 5.1, 6.3 Learning outcomes: L01, L02, L03, L05 的核心概念与适用场景
• 为第7周生成 5 道练习题并给出解题步骤
Week 13Week 8. Assessment and curricular alignment Prac debrief; assessment in practice; scaffolding across a unit; mathematics assessment criteria and standards APST 1.5, 2.5, 3.1, 3.2, 5.1 Learning outcomes: L01, L02, L03, L04
📖 核心知识点:Week 8. Assessment and curricular alignment Prac debrief; assessment in practice; scaffolding across a unit; mathematics assessment criteria and standards APST 1.5, 2.5, 3.1, 3.2, 5.1 Learning outcomes: L01, L02, L03, L04。本周围绕课程官方学习活动中的 Workshop 展开,重点掌握该主题的关键概念、应用场景与课堂讨论脉络,并将其与前后周内容形成连续知识链。 ⏰ 本周节奏:难度 ⭐⭐⭐ | 预计投入 8h(课堂/同步学习 3h + 阅读与笔记 3h + 练习与复盘 2h) 🎯 考试关联:与课程评估直接相关(Tutorial / Quiz 20% / Assignment / Report 35% / Presentation / Project 15%),建议同步整理“概念-证据-案例”三列表,便于 quiz/报告题作答。 🧪 Tutorial/Lab:根据本周活动类型(Workshop)完成课堂案例拆解,并输出 1 页结构化总结。 📌 作业关联:将本周主题纳入作业框架,补齐引用证据与方法说明,避免只给结论。 ⚠️ 易错点:只记结论不追溯理论依据,或把不同语境下的案例简单类比,导致分析失真。(数据来源:2026 UQ Course Profile)
Week8.AssessmentandcurricularalignmentPracdebriefassessmentin
💡 学习提示
• 总结 Week 8. Assessment and curricular alignment Prac debrief; assessment in practice; scaffolding across a unit; mathematics assessment criteria and standards APST 1.5, 2.5, 3.1, 3.2, 5.1 Learning outcomes: L01, L02, L03, L04 的核心概念与适用场景
• 为第13周生成 5 道练习题并给出解题步骤