for Year , Term 1 Delany College, Granville

Slides:



Advertisements
Similar presentations
BA (Hons) Primary Education Year Three School Based Training Briefing
Advertisements

Week 2 Standards and evidence Building your professional persona and portfolio.
Maths Counts Insights into Lesson Study 1. Maths Department, Our Lady’s College Geometry in Context Transition Year and Ordinary Level Junior Cert 2.
Moving to the Common Core Janet Rummel Assessment Specialist Indiana Department of Education.
1 Let’s Meet! October 13,  All four people have to run.  The baton has to be held and passed by all participants.  You can have world class speed.
Our Leadership Journey Cynthia Cuellar Astrid Fossum Janis Freckman Connie Laughlin.
Protocols for Mathematics Performance Tasks PD Protocol: Preparing for the Performance Task Classroom Protocol: Scaffolding Performance Tasks PD Protocol:
Parallel Tasks and Scaffolding Session Goals Understand how parallel tasks allow access to the mathematics for all students Make sense of the process.
Common Core Mathematics
Tracking and Target Setting. Ensuring impact on pupil learning  Identify strand from an area of learning in literacy and mathematics  Identify focus.
Turning engaging mathematics classroom experiences into robust learning Peter Sullivan and Caroline Brown MAV secondary.
© Crown copyright 2006 Renewing the Frameworks Enriching and enhancing teaching and learning.
© Crown copyright 2006 Renewing the Frameworks Driving Improvement.
CMSP: Finding our Mathematical Roots Lee Ann Pruske Beth Schefelker MTL Meeting October 18, 2011.
PUBLIC SCHOOLS NSW U Targeted Early Numeracy (TEN) Intervention Program Information for Communities and Staff Please grab yourself.
Developed by the Southern Alberta Professional Development Consortium (SAPDC) as a result of a grant from Alberta Education to support implementation of.
Supplemental Math Digital Tool: Dreambox
Grade 2 Back to School Night
READING Information Evening For Parents
School – Based Assessment – Framework
What are your 3 favourite subjects and why do you like them?
Strategies That Support Differentiated Processing
Welcome!! Please sit in teams of 4
NEEDS ANALYSIS.
Staff meeting Monday 20th February 2017
Quarterly Meeting Focus
Welcome! Session 2 Theme: Instruction and Assessment
Session 1, Whole-class Assessments
Working with mascil resources How can the mascil resources be used?
M.A.T.C.H. Professional Series: Module 10
Working with mascil resources How can the mascil resources be used?
TEN Information Session
Strategies That Support Differentiated Processing
Logo slide English/Arabic
School Self-Evaluation 
National and school based Assessment
Intervention Strategies for borderline students
Prepared by: elt. supervisor ABDELRHMAN AHMAD
Connecticut Core Standards for Mathematics
Connecticut Core Standards for Mathematics
EC curriculum reflecting the new primary curriculum
Logo slide English/Arabic
Please, try: Your mobiles Participate Feel free.
Connecticut Core Standards for Mathematics
Connecticut Core Standards for Mathematics
Connecticut Core Standards for Mathematics
Finham Primary School – Mathematics Policy and Practice
On-entry Assessment Program
Using Base 10 Blocks in The Elementary Classroom
Connecticut Core Standards for Mathematics
Connecticut Core Standards for Mathematics
Common Core Standards Building Curriculum Units
Maths Teacher Research Group
Connecticut Core Standards for Mathematics
HANDOUT Page for facilitators that lists all the hand outs needed for the workshop and the meanings of icons used on the slides in this workshop. SLIDE.
Connecticut Core Standards for Mathematics
Connecticut Core Standards for Mathematics
Connecticut Core Standards for Mathematics
Resident Educator Program
K–8 Session 1: Exploring the Critical Areas
Connecticut Core Standards for Mathematics
SUPPORTING THE Progress Report in MATH
Connecticut Core Standards for Mathematics
Connecticut Core Standards for Mathematics
The Assessing Cycle Module 1 Assessment Assessment Accountability Data
Connecticut Core Standards for Mathematics
Inquiry based learning IBL in mathematics
Improving teaching: leading learning – Primary
Using the Lesson Study model to develop guided reasoning with higher achieving pupils. St. Michael with St. John.
St Bartholomew’s Primary School 2018/19
Presentation transcript:

for Year 7 2011, Term 1 Delany College, Granville Maths Planning day for Year 7 2011, Term 1 Delany College, Granville

Outline of the day Session 1 - the MAI; *teacher experiences, the data Session 2: Planning informed by: * current research * syllabus and advice documents * lesson structure * lesson activities

Session 1: Review of the MAI process As a teacher of Mathematics what have I learnt or gained deeper understandings about by doing these interviews? Give colleagues 5 minutes to write a personal response to the question. (refer to booklet) Ask each person to share their responses - record key words and phrases on the whiteboard and leave for the remainder of the day.

Session 1 - Review of the data Do you agree with the following match of the growth points to Stages of Learning as outlined in the syllabus? (one person’s attempt to do this) Refer to booklet page

Session 1 - Review of the data Number of students performing at each growth point for each of the four aspects assessed in the MAI - see handout Determine the Maths concepts and skills that need to be targetted for consolidation in Term 1 Facilitator provides the data

Note: The Priority Profile table named in the diagram has only reference points for the primary school setting.

Identifying students for the EMU Intervention program Use the MAI data to identify a groups of three or four students who appear to be the most mathematically vunerable. Prioritise another group; another …

Input / Discussion about the 2011 EMU program - 1st semester Number of students in a group? Number of groups occurring simultaneously? Length of time for each EMU group Assessment of progress made by EMU students [ how will we know if progress has been made?] Structure of an EMU Lesson

Warm up activities eg Number Busting

i) The current research Session 2 i) The current research

Session 2 - Programming for Term 1 Today we have: examined the mathematic needs of our new Yr 7’s through the MAI instrument; Explored and discussed some key findings from current research about mathematics pedagogy, … now let’s examine syllabus options and advice so that we can pull it all together for the purposes of programming a unit for Term 1, 2011 Booklet (Programming and Assessment document extract (pages 10 and 11) - which option suits ? What substrands from the syllabus ‘Number Strand’ will comprise the term 1 program?

Proposal for mainstream Maths Lessons The structure of the EMU lesson is adopted for regular classes - adjustments made to timings. For part 3 of the session, teacher uses one of the three teaching approaches (see handout) - modelled, shared or guided mathematics. Using the same lesson structure means that students involved in EMU sessions will experience less difficulty in coping with learning in the withdrawal group and the regular classroom approach. This would support the ongoing transition between the two learning situations. See booklet for the 2nd dot point - three teaching approaches.

Identifying activities for the lessons Warm ups Suggestion: Beat The Tape - one set per week Other lessons - a focus on one strategy rather than a new one each lesson eg number busting with 120 bead strings for a week Extended Mathematics Learning/Investigations Maths300 tasks Other open ended investigations The use of concrete hands on materials to explore concepts

Recommendations for lesson activities

Follow up from today … * What needs to be done? * And by whom?

Individual reflection / Evaluation about the day