Embedding Maths Emma Hayward BSc (Hons) QTS QTLS MSET

Slides:



Advertisements
Similar presentations
Level 1 Recall Recall of a fact, information, or procedure. Level 2 Skill/Concept Use information or conceptual knowledge, two or more steps, etc. Level.
Advertisements

Whiteboardmaths.com © 2009 All rights reserved
Whiteboardmaths.com © 2009 All rights reserved
Mathematics in the MYP.
G “see” SE & The New Dream Scheme. What does the new GCSE look like?...
Core Maths. THE NEED - Statistics The government has set out an ambition for the overwhelming majority of young people in England to study mathematics.
Whiteboardmaths.com © 2009 All rights reserved
Whiteboardmaths.com © 2009 All rights reserved
Whiteboardmaths.com © 2009 All rights reserved
Three Shifts of the Alaska Mathematics Standards.
Whiteboardmaths.com © 2008 All rights reserved
NSW Curriculum and Learning Innovation Centre Tinker with Tinker Plots Elaine Watkins, Senior Curriculum Officer, Numeracy.
Whiteboardmaths.com © 2010 All rights reserved
Brandon Graham Putting The Practices Into Action March 20th.
National 4 Lifeskills Geometry and Measures Numeracy Managing Finance and Statistics N4.
National 5 Lifeskills.
Mathematics curriculum in Poland Overview : fourth to sixth classes.
1 Commissioned by PAMSA and German Technical Co-Operation National Certificate in Paper & Pulp Manufacturing NQF Level 3 Demonstrate an understanding of.
Number, operation, and quantitative reasoning 7.1Acompare and order integers and positive rational numbers.
Whiteboardmaths.com © 2008 All rights reserved
91587 Mathematics and Statistics Apply systems of simultaneous equations in solving problems Level 3 Credits 2 Assessment Internal.
Longfield Primary School Year 6 SAT Evening Maths November
Whiteboardmaths.com © 2010 All rights reserved
Language Objective: Students will be able to practice agreeing and disagreeing with partner or small group, interpret and discuss illustrations, identify.
National 4 Mathematics Expressions and Formulae NumeracyRelationships N4.
Introducing Unit Specifications and Unit Assessment Support Packs National 3, 4 and 5.
Katie had a pack of twenty cards numbered from 1 to 20
Rubber Ball Project By: Kasey Gray. TEKS § Mathematics, Grade 6. (a) Introduction. (1) Within a well-balanced mathematics curriculum, the primary.
The new maths curriculum
Reasoning in Maths Mike Cooper 29/01/16 Starter activity Which number does not belong?
Key Stage 3 National Strategy Planning and teaching mathematics 2 Geometry, ratio and proportion, and problem solving.
National 5 Lifeskills Mathematics Understanding what it is & why it could be the course choice for you.
What are they?.  English  Maths  ICT  Replace Key skills  Have a “problem solving” basis  Are designed to help you to get on in life and work 
Reformed English and Maths GCSEs AOSEC 18 November 2015 Phil Beach CBE Director Strategic Relationships.
Year Five Maths Information Evening 1 st October 2015.
Support Materials for Maths in Year 5 Getting To Know You Evenings 2013.
Core Maths. THE NEED - Statistics The government has set out an ambition for the overwhelming majority of young people in England to study mathematics.
Year 5 Block A.
Mathematics 9709.
Mathematics.
Maths and the new curriculum
Year 3 Place value & calculation.
Year 4 Block A.
End of year expectations
Year 6 Block A.
The Further Mathematics Support Programme
Please note: As of session Lifeskills Mathematics will be known as Applications of Mathematics.
Ben Stafford, Qualifications Manager
Mathematics (Foundation)
Place Value and Mental Calculation
Place Value and Mental Calculation
Please note: As of session Lifeskills Mathematics will be known as Applications of Mathematics.
What to Look for Mathematics Grade 5
What to Look for Mathematics Grade 6
What to Look for Mathematics Grade 7
Secondary Maths Network Meeting Woking
Mathematics Primary 6.
National 4 Mathematics.
Maths can sometimes be challenging so can also make some people feel uncomfortable!
Recognising Opportunities to Include Functional Skills
Maths context 2 tiers of entry – Higher & Foundation
L3 Numeracy Week 4 : Equations and Algebra
Calculation in the Early Years Foundation Stage
CCEA Essential Skills Application of Number Levels 1 and 2
Calculation in the Early Years Foundation Stage Spring 2018
What is a Performance Task
Calculation in the Early Years Foundation Stage
Understanding New Expectations for Rigor in Mathematics
Statement of intent Key Stage: 3 Subject: Maths Academic Year:
Statement of intent Key Stage: 3 Subject: Maths Academic Year:
Presentation transcript:

Embedding Maths Emma Hayward BSc (Hons) QTS QTLS MSET NCETM Professional Development Accredited Lead for FE Monday 15th May 2017 1

Aims By the end of this session you will be able to... Explain why maths is important for your learners. Understand the difference between Process skills and Coverage. Give examples of maths skills required in your area. Understand what outstanding embedding looks like. Develop strategies and resources that support embedding maths in your sessions. Identify areas for personal maths development.

Why is Maths Important? “Good numeracy is the best protection against unemployment, low wages and poor health.” Andreas Schleicher, OECD.

Why is Maths Important?

What is Maths/Numeracy? Mathematics – The abstract science of number, quantity, and space. Numeracy – The ability to understand and work with numbers.

Mathematics Content Assessment Objectives Number Ratio & Proportion Algebra Shape & Space Handling Data accurately recall facts, terminology and definitions. use and interpret notation correctly.  accurately carry out routine procedures or set tasks requiring multi-step solutions. AO1: Use and apply standard techniques make deductions, inferences and draw conclusions from mathematical information. construct chains of reasoning to achieve a given result. interpret and communicate information accurately. present arguments and proofs. assess the validity of an argument and critically evaluate a given way of presenting information. AO2: Reason, interpret and communicate mathematically translate problems in mathematical or non-mathematical contexts into a process or a series of mathematical processes. make and use connections between different parts of mathematics. interpret results in the context of the given problem evaluate methods used and results obtained. evaluate solutions to identify how they may have been affected by assumptions made. AO3: Solve problems within mathematics and in other contexts

Numeracy Coverage Process Skills C2.1 Understand and use positive and negative numbers of any size in practical contexts C2.2 Carry out calculations with numbers of any size in practical contexts, to a given number of decimal places C2.3 Understand, use and calculate ratio and proportion, including problems involving scale C2.4 Understand and use equivalences between fractions, decimals and percentages C2.5 Understand and use simple formulae and equations involving one- or two-step operations C2.6 Recognise and use 2D representations of 3D objects C2.7 Find area, perimeter and volume of common shapes C2.8 Use, convert and calculate using metric and, where appropriate, imperial measures C2.9 Collect and represent discrete and continuous data, using ICT where appropriate C2.10 Use and interpret statistical measures, tables and diagrams, for discrete and continuous data, using ICT where appropriate C2.11 Use statistical methods to investigate situations C2.12 Use probability to assess the likelihood of an outcome

Being Numerate National Numeracy define being numerate as ‘having the confidence and ability to use the right mathematical tools and processes in everyday life. This involves reasoning, solving problems and making decisions and requires a willingness to persist with different approaches’.

Maths is not only about learning topics, but also about the way learners tackle a problem logically which can be an important employability skill. MEI. (March 2015) Contextualising post-16 GCSE Mathematics: a toolkit A guide to developing contextualised teaching and learning resources, DFE.

Embedding Maths/Numeracy What is embedding? When tutors identify and make use of opportunities for building learners numeracy skills within their own areas. These opportunities should not be forced but occur naturally like measuring weights, costing items, calculating times of events etc... as learners are less likely to engage if the opportunities are not realistic. Embedding is most effective when tutors are aware of their learners numeracy strengths and weaknesses (meaningful IA).

Embedding : Ofsted

Strategies & Resources: For Planning The Embedding Numeracy Wheel Draw a circle in the middle of the paper. Divide it into your planned Units. Add another wheel around the inner wheel like a tyre. Identify what maths is in each unit already - be specific eg adding cash in the salon; measuring tyre pressures; weighing feed mix. Add another wheel around the outside. Add what extra maths/numeracy areas you could include.

Strategies & Resources: For Planning MEI: The Context Grid, a spreadsheet supporting contextualised maths. National Numeracy website which supports Maths/Numeracy development.

Strategies & Resources: For Delivery Highlight Maths/Numeracy skills used in sessions. Record topics discussed in sessions. Learners and/or tutors to demonstrate methods used. Learners to identify where maths/numeracy links occur.

Strategies & Resources: For Delivery Where is the Maths?

Strategies & Resources: For Delivery Daily Rigour Corbettmaths: 5-a-day

Strategies & Resources: For Delivery Share links to websites which support Maths/Numeracy development.

Personal Development The NCETM have a self evaluation tool which you can use as an individual or as a group to identify strengths and areas for development.   National Numeracy have The Challenge Online which is part of the National Numeracy Challenge. It is a free, confidential and simple to use website, designed to assess your everyday maths skills and give you the tools to learn in manageable steps, building confidence along the way.

Review and Reflect By the end of this session you will be able to... Explain why maths is important for your learners. Understand the difference between Process skills and Coverage. Give examples of maths skills required in your area. Understand what outstanding embedding looks like. Develop strategies and resources that support embedding maths in your sessions. Identify areas for personal maths development.