Teaching Secondary Mathematics Conclusion: Planning for Improvement in Mathematics Module 9: 9.

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Presentation transcript:

Teaching Secondary Mathematics Conclusion: Planning for Improvement in Mathematics Module 9: 9

Outline of Module 9 Review main messages underpinning the Teaching Secondary Mathematics resource Plan for professional learning for your school’s Mathematics teachers.

The aim of this resource is to provide Mathematics teachers with the opportunity to: –Familiarise themselves with resources on the Student Learning page which help ‘put the learner at the centre’, especially the Mathematics Developmental Continuum P-10Student Learning page put the learner at the centreMathematics Developmental Continuum P-10 –Consider the Principles of Learning and Teaching P-12 and the Victorian Essential Learning Standards from their viewpoint Principles of Learning and Teaching P-12 Victorian Essential Learning Standards –Provide insights into mathematical thinking of students Teaching Secondary Mathematics

Highlight the thinking of Years 7 – 10 students have about a mathematical topic Show how online resources assist teachers in planning teaching for that topic Discuss how the teaching of the topic can be strengthened by considering one or more of the Principles of Learning and Teaching Show some links to VELS domains beyond Mathematics. Aims of Modules 3 to 8

The underlying purpose of this resource is to help schools and teachers make a difference to: Each student’s achievement in mathematics Each student’s experience of learning mathematics Each student’s capacity as a learner Each student’s growth as a community member Overarching Themes

NOWTHE FUTURE LEARNING STANDARDS Improving Mathematics Learning

The Learner at the Centre

Assessment for Learning

Online Resources Mathematics Developmental Continuum Mathematics Online Interview Assessment for Common Misunderstandings Scaffolding Numeracy in the Middle Years Effective Mathematics Teaching DVDs Improving Student learning in Mathematics

Start planning a professional learning program for mathematics teachers at your school that addresses one or more of the main themes of this program Make a plan that suits the needs of your school Where to From Here

What do you consider important when planning for teacher professional learning? Principles of Effective Professional Learning

Mathematical focus (narrow or broad) Main pedagogical theme(s) Linked to PoLT principles Linked to VELS strands and domains Ideas relating to Assessment for learning Understanding students’ thinking Focused teaching Use of online resources Reflects “Seven Principles of Highly Effective Professional Learning” Ideas – Who and what Strategies – How and when Planning Professional Learning

Planning Using a Lotus DiagramLotus

Consider: Who and what The main needs for your school Students and teachers involved Aspects of mathematics involved Aspects of VELS involved Prioritise to a maximum of 8 ideas Be specific about goals Think broadly about “making a difference” Write an “action” in the Lotus Centre Planning Professional Learning

Begin with who and what, move to how and when

Assist non-mathematics-specialist teachers Improve achievement of a recent immigrant group Increase cognitive demand of lessons Improve assessment of mathematical thinking Provide enrichment for high-achievers Improve facility with fractions at Yr 7 Ideas that Involve “who” and “what”

Consider: The “how” and “when” Professional learning strategies to achieve each idea Focus on realistic actions Seven Principles of Highly Effective Professional Learning Filling in the Lotus Petals Planning Professional Learning

Improve facility with fractions at Yr7 Sample strategies: Improve facility with fractions at Year 7 by: Holding staff meeting to discuss Indicators of Progress related to fractions Giving diagnostic test to students Teachers discuss misconceptions revealed by patterns in responses Planning with a Lotus Diagram

Introduction Overview of the Mathematics Developmental Continuum Narrowing the achievement gap - Fractions Conducting practical and collaborative work - Contours Understanding students mathematical thinking - Algebra: The meaning of letters Using a range of strategies and resources - Percentages Learning through investigation - Chance and Variability Working Mathematically - A range of challenging problems Conclusion: Planning for improvement in mathematics Teaching Secondary Mathematics - Modules

End of Module 9 This is the last slide of the module Further questions… Subject field- Teaching Secondary Mathematics