166x Filetype PPT File size 1.47 MB Source: www.education.vic.gov.au
The IMPACT Procedure* 1. What was the best thing to have happened in maths in the last two weeks? 2. Write down one new problem that you can do now. 3. What would you most like more help with? 4. What is the biggest worry affecting your work in maths at the moment? 5. Write down the most important thing you have learnt in maths this week? 6. Write down one particular problem which you found difficult. 7. How do you feel in maths classes at the moment? 8. How could we improve maths classes? * Clarke, D. (1988). Assessment alternatives in mathematics. Mathematics Curriculum & Teaching Program (MCTP). Curriculum Development Centre. What else might you be teaching? • Everything that a teacher does conveys a message—words, action, gestures, facial expressions, tone of voice and body language are just some of the ways teachers intentionally or unintentionally convey messages to students. • Negative messages about mathematics and/or about students’ abilities to learn mathematics, in particular, can be extremely damaging (e.g., see Boaler, 2005). • How might teachers inadvertently communicate their own anxieties about mathematics? What might a teacher say or do that could make a student feel that they are not good at mathematics? • Maths anxiety is real. It has its origins in stress created by timed tests and competitive recall of number facts, but there are resources to help (e.g., Askew, 2018, Boaler & Dweck, 2015) and a growing list of literature to help create a growth mind set in your classroom. Siemon et al. (2021). Teaching Mathematics: Foundation to Middle Years 3rd Ed. (p. 20). Oxford University Press. ADOLESCENT LEARNERS • Experience profound physical, social, emotional and intellectual changes • Increasingly focussed on peer relationships • Becoming more complex, capable thinkers • Have unique and diverse learning needs • More inclined to engage in risk taking behaviour • Tend to respond emotionally • May misunderstand adult communications and reactions DEECD (2007). Understanding Year 9 Students: A theoretical perspective and implications for policy and practice. Melbourne Adolescents learn best when they: • have high levels of confidence and self-esteem, • are strongly motivated to learn, • are able to learn in an environment characterised by ‘high challenge coupled with low threat’, and they • are able to exercise some choice and have a say in what they learn, when, and how. What does this mean for the teaching and learning of mathematics in the middle years? OECD. (2002) Understanding the brain: Towards a new learning science (Bishop & Pflaum, 2005; Sagor & Cox 2013) In Their Own Words “Change the way it’s explained, they need to think about how you understand, not how they explain” (Vincent, Year 9, MYNRP, 2001) Disengagement has as much to do with student perceptions of how they are treated by their teachers as the teaching practices used. A sense of cultural connectedness and mutual respect appears more likely to encourage constructive, risk-taking, explorative behaviour than feelings of alienation or uncertainty. Engagement comes with self-esteem, identity and agency. It is a consequence of success not a pre- requisite for success. It requires sufficient time with students to develop trust and supportive relationships and the flexibility to spend time with those who need it the most. Siemon & Virgona (2001). Final Report of the Middle Years Numeracy Research Project (1999-2000)
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