Reflections on Practice Maths Counts 2016. GEOMETRY and Types of Triangles.

Slides:



Advertisements
Similar presentations
Learning at Lanyon High B Davies. Groups Previously students were seated around the classroom and were not participating well in the lesson. The structure.
Advertisements

The Enterprise Skills Portfolio
California Standards for the Teaching Profession
Supporting Practitioners in the Development of Reflective and Intentional Teaching Strategies Deliberate Practice in Early Childhood Education.
PATHWISE CLASSROOM OBSERVATION SYSTEM
1 The Professional Teaching and Learning Cycle in Action.
Welcome Introduction Parking lot Etc.
D.A Public School (O & A Levels)
Maths Counts Insights into Lesson Study
© 2012 Common Core, Inc. All rights reserved. commoncore.org NYS COMMON CORE MATHEMATICS CURRICULUM A Story of Units Module Analysis Grade 5—Module 3.
Common Core Planning for Content & Practice Preparing Los Angeles Students for College and Career.
Assessing Students’ Skills in Science & Technology Hong Kong University – May 19 th 2006 Graham Orpwood York/Seneca Institute for Mathematics, Science.
Science Inquiry Minds-on Hands-on.
Big Ideas and Problem Solving in Junior Math Instruction
Ryann Kramer EDU Prof. R. Moroney Summer 2010.
SOLEDAD A. ULEP UNIVERSITY OF THE PHILIPPINES NATIONAL INSTITUTE FOR SCIENCE AND MATHEMATICS EDUCATION DEVELOPMENT Using Assessment to Improve Classroom.
The draft NSW English K-10 syllabus Version 2 February, 2012.
The Planning and Assessment Cycle
CFN 204 · Diane Foley · Network Leader Math Professional Development October 17, 2013 Presented by: Simi Minhas Math Achievement Coach, CFN204.
Observing a grade 1 lesson Jon Marks June
Gilbert Institute Ongoing PD commencing the week of March 3, 2014
Cycles and Patterns MSI 2015 Ginger Tutton Debra Curtis Riverfront Christian School.
Feedback and Next Step Marking
Educator Effectiveness Academy STEM Follow-Up Webinar December 2011.
Teachers Development Day
Strathkinness Primary School An introduction to the Curriculum for Excellence – 24 th March 2010 (Revised March 30 th 2010 with new links added)
T 7.0 Chapter 7: Questioning for Inquiry Chapter 7: Questioning for Inquiry Central concepts:  Questioning stimulates and guides inquiry  Teachers use.
8 th Grade Integers Natalie Menuau EDU Prof. R. Moroney Summer 2010.
Carolyn Carter
PROCESS STANDARDS FOR MATHEMATICS. PROBLEM SOLVING The Purpose of the Problem Solving Approach The problem solving approach fosters the development of.
Action research projects This sequence may help you when planning your case study What does the data identify about this target group? What will.
Instructional Strategies That Support Mathematical Problem Solving Janis FreckmannBeth SchefelkerMilwaukee Public Schools
BY: Mrs. HINA AZIZ (Junior Teacher) D A IQRA MODEL SCHOOL Kh-e-Ghalib,12th Street, Phase-VIII, DHA Karachi.
Similarities to my current programme of work Teaching of relevant strategies to be used whenever pupils listen and talk with others (e.g. one person speaking.
+ Revisiting Collaboration and RtI October 11, 2011 Math Alliance Teaching All Learners Judy Winn Beth Schefelker Mary Ann Fitzgerald.
Unit Summary  The right triangle is one of the most important geometrical figures, used in many applications for thousands of years. This unit focuses.
Science Department Draft of Goals, Objectives and Concerns 2010.
Development Team Day 5a October Aim To explore approaches to evaluating the impact of the curriculum on pupil learning.
1 Far West Teacher Center Network - NYS Teaching Standards: Your Path to Highly Effective Teaching 2013 Far West Teacher Center Network Teaching is the.
#1 Make sense of problems and persevere in solving them How would you describe the problem in your own words? How would you describe what you are trying.
Candidate Support. Working Agreements Attend cohort meetings you have agreed upon. Start and end on time; come on time and stay for the whole time. Contribute.
Maths Counts nd Year Class  Roy Hession: Coláiste Cholmáin, Claremorris  Joanna Pres-Jennings: Coláiste Iognáid, Galway  Christina Kennedy:
Reflections on Practice Maths Counts The Introduction of Theorem 19.
Reflections on Practice Maths Counts Over to you The relationship between the volume of a cylinder and its height and radius.
Inquiry Road Map A Guidance System for 21 st Century Learning By Mary Ratzer.
Reflections on Practice Maths Counts Teaching Theorem 13 using a contextualised problem. Class: 2nd Year Maths Level: Junior Cert. Higher Level.
Reflections on Practice Maths Counts Introduction to Linear Equations Laois Education Centre, Portlaoise.
Observation System Kidderminster College January 2012.
Reflections on Practice Maths Counts Structured Problem Solving Finding the minimum combined area possible by sizing two rectangles.
Reflections on Practice Maths Counts Equacirc: The Equation of Circle with centre (0,0)
Reflections on Practice Maths Counts Over to you Representing simultaneous equations graphically.
Class Observer & Feedback Training Cass Breen & Marco Macchitella.
Reflections on Practice Maths Counts Caitríona Cronin & Aoife Geoghegan St. Mary’s Academy & St. Leo’s College, Carlow.
TRANSITIONING TO NGSS: FROM CONCLUSION WRITING TO ARGUING FROM EVIDENCE Day 3 Craig Gabler Regional Science Coordinator ESD 113.
Learning Objectives for Senior School Students. Failing to plan is planning to fail. / Psychology of Achievement /
UDL & DIFFERENTIATION (DI) Melody Murphy Week 4 Discussion.
Reflections on Practice Maths Counts Exploration of properties of basic geometric shapes SchoolDeele College, Raphoe, Co. Donegal Teachers InvolvedMaureen.
OTLA Report Writing Training
Reflections on Practice
Reflections on Practice
Review of TTLP Insert comments for another assigned group within their Google doc (be certain to include your name) Read the comments made on your TTLP.
What to Look for Mathematics Grade 1
Teacher: Observer: Details (date, school, class):
Ginny Bohme Sam Buhler Linda Mannhardt
Target Setting for Student Progress
OTLA Report Writing Training
February 9, Math 102 OBJECTIVE: Students will be able to find a missing angle when given angles of a quadrilateral AIM: How do we use subtraction.
Introduction to Envisions
OTLA Report Writing Training
Learning objective and success criteria.
Presentation transcript:

Reflections on Practice Maths Counts 2016

GEOMETRY and Types of Triangles

Jimmy Meaney, Ramsgrange Community School, Wexford Mary Lenane, CBS Carrick on Suir, Tipperary Sean Ryan, Rockwell, Tipperary Mary Hally, Ard Scoil na Mara, Tramore, Waterford

Details This lesson is for a 1 st year group who have prior knowledge of geometry from previous lessons length of lesson, 35 mins Date of the lesson, 29/1/2016 This is lesson designed to slot in after 6/8 lessons an geometry with up to 4 lessons required to complete section.

Student Learning Goals Aims of the Lesson: Long term goals; Students appreciate that mathematics can be used to communicate thinking effectively, through reflection and expansion of mathematical relationships. Students will become independent learners. Students become more creative when devising approaches and methods to solving problems. Students discover that any problem can have several equally valid solutions. Build upon my students’ enthusiasm for the subject by engaging them with stimulating activities.

Student Learning Goals Short term goals; Students will be able name the triangles and identify different characteristics of each type. Students will use appropriate language when describing triangles, i.e. right angle, isosceles and scalene.

Student Learning Goals Learning Outcomes: Students will name and describe the fundamental characteristics of the 3 of the main types the triangles in geometry.

Design of Lesson We first researched the maths inspectorate reports where inspectors are looking for more differentiation built into lessons, catering directly for the learner diversity within each classroom. The theme of the research is learning through problem solving with the distinct aim of students expressing thoughts in logical steps using words, numbers and diagrams. Students also listen others thoughts and deepen their understanding by noticing similarities and differences.

Materials Cut outs of different triangle types Predesigned worksheets, see appendix 1. Pencils and rulers each. Flip chart and blue tack for students presentation sheets to be displayed Observation records for teachers.

Plan for Peer Observation An observation record is used during the lesson to assess students thinking and expansion of mathematical relationships. refer to appendix 3 of lesson plan.

Findings The general consensus was that individual work allowed students to engage and allow for further clarification of outcomes among the group. Confidence levels increased across the group and weaker students

Findings contd. Observers agreed thelesson was successful and more time for student feedback was desirable. The success of this teaching technique is dependent on a good teacher pupil relationship, clearly evident in this lesson.

Findings/Student Learning Lesson criteria was understood by the majority of students Little time was given to student instruction Students ran out of strategies and included incorrect answers as they felt the need to insert answers.

Findings contd. Students thinking it was a minimum of 2 construction lines to be used. Student were unaware that triangles were the only shape permitted, accidental quadrilaterals produced. A lack of focus as time progressed Two students came up with solutions not anticipated

Findings contd. Positive feedback was experienced by all students Preparation of visual displays was time consuming, however, very effective. Students were more attentive to peers and learned from them.

Board Plan

Recommendations Students should read instructions and teacher questions for understanding prior to activity. Lesson should be carried out in a standard class room, (this lesson was conducted in a science laboratory)

Questions anyone??

Sources Used Junior certificate mathematics syllabus Various JC maths textbooks Instructional video from Drumcondra reflections on practice pilot lesson.

Thank you for your attention after such a long day of presentations. Jimmy Meaney Maths Counts 2016