Madihah Khalid UBD 1.  The new Brunei mathematics curriculum that was launched in conjunction with the New Education System of the 21st Century (SPN.

Slides:



Advertisements
Similar presentations
LITERACY IN THE MIDDLE YEARS OF SCHOOLING INITIATIVE
Advertisements

Provincial Report Cards Mathematics Grades 1 to 12.
Gifted and Talented Education (G.A.T.E.)
Revisiting Information Literacy at AGGS
Apprenticeship and Workplace Mathematics Meeting the Needs of Today’s Students.
Non-Linguistic Representation Web 2.0 Tools Helping students understand and represent knowledge non- linguistically is the most under-used instructional.
THE EARLY FRENCH IMMERSION PROGRAM Halifax Regional School Board INFORMATION SESSION 2015.
1. Principles Learning Assessment Technology 3 Teaching Assessment Technology Principles The principles describe particular features of high-quality.
Consistency of Assessment
Implementing the New Mathematics Integrated Resource Package (IRP) British Columbia Ministry of Education Webcast - April 5, 2007.
Introduction to Workshop 10 Choosing Learning and Teaching Approaches and Strategies.
Principles and Standards for School Mathematics National Council of Teachers of Mathematics.
Manipulatives – Making Math Fun Dr. Laura Taddei.
ICT Scope and Sequence Sekolah Ciputra 2010.
Science Inquiry Minds-on Hands-on.
FTCE 3.3 Identify and Apply Motivational Theories and Techniques That Enhance Student Learning Learning – Relatively permanent improvement in performance.
Noynay, Kelvin G. BSED-ENGLISH Educational Technology 1.
Design. Design is an important aspect of the world in which we live and our everyday lives. Design focuses on the generation of ideas and their realisation.
1 New York State Mathematics Core Curriculum 2005.
Using technology to improve learning Stella BurtonBeaumont Community Primary school1.
ACOS 2010 Standards of Mathematical Practice
Big Ideas and Problem Solving in Junior Math Instruction
Dr. Laura McLaughlin Taddei
Mathematics the Preschool Way
1. Addresses the Common Core Standards 2. Differentiation 3. Supports RtI 4. Technology/On-line Resources 5. Results Top Benefits of.
Manipulatives – Making Math Fun Dr. Laura Taddei.
Recommendations for Teaching Mathematics
GV Middle School Mathematics Mrs. Susan Iocco December 10, 2014.
Interstate New Teacher Assessment and Support Consortium (INTASC)
9/12/2015 Kevin G. Tucker/University of Belize1 Meaningful Social Studies.
Brandon Graham Putting The Practices Into Action March 20th.
Chapter 5 Building Assessment into Instruction Misti Foster
Content Area Reading, 11e Vacca, Vacca, Mraz © 2014 Pearson Education, Inc. All rights reserved. 0 Content Area Reading Literacy and Learning Across the.
Implementation Strategies ONE COMPUTER and DATA PROJECTOR  Whole class lesson with mixed ability groups  Model use of manipulatives  Problem-solving.
 ByYRpw ByYRpw.
Cooperative Language Learning (CLL) Collaborative Learning (CL)
Putting Research to Work in K-8 Science Classrooms Ready, Set, SCIENCE.
Presenter’s Guide to Multiple Representations in the Teaching of Mathematics – Part 1 By Guillermo Mendieta Author of Pictorial Mathematics
Chapter 1 Defining Social Studies. Chapter 1: Defining Social Studies Thinking Ahead What do you associate with or think of when you hear the words social.
Pedagogy for the 21 st Century LSS Retreat, November, 2010.
PROCESS STANDARDS FOR MATHEMATICS. PROBLEM SOLVING The Purpose of the Problem Solving Approach The problem solving approach fosters the development of.
EDN:204– Learning Process 30th August, 2010 B.Ed II(S) Sci Topics: Cognitive views of Learning.
MICRO-SKILLS OF TEACHING M. NAZMUL HAQ INSTITUTE OF EDUCATION AND RESEARCH UNIVERSITY OF DHAKA.
© 2007 Thomson Delmar Learning. All Rights Reserved. Chapter 15 Developmentally Appropriate Cognitive/Language/Literacy Environments: For Primary-Aged.
IMPROVEMENT OF TEACHING FROM IMPROVEMENT OF ASSESSMENT TEST: CHALLENGES Madihah Khalid Universiti Brunei Darussalam.
CONCEPTUALIZING AND ACTUALIZING THE NEW CURRICULUM Peter Liljedahl.
“Using a Story-Based Approach to Teach Grammar”
BRINGING IT ALL TOGETHER Use of Rich Tasks. What is a Rich Task? Accessible to all levels Provides an opportunity to explore mathematics Involves testing,
Building Bridges. After school programs can provide: an environment in which children can practice ways of learning and behaving that will help them succeed.
BC Curriculum Revisions 1968 → what 1976 → what 1984 → what + how 1994 → what + how 2003 → what + how 2008 → what + how 2015 → how + what.
THE NEW CURRICULUM MATHEMATICS 1 Foundations and Pre-Calculus Reasoning and analyzing Inductively and deductively reason and use logic.
MATHEMATICS 1 Foundations and Pre-Calculus Reasoning and analyzing Inductively and deductively reason and use logic to explore, make connections,
From Confusion to Clarity: How Complex Instruction Supports Students’ Mathematical Proficiency Frances K. Harper Michigan State University FINDINGS Complex.
Effective mathematics instruction:  foster positive mathematical attitudes;  focus on conceptual understanding ;  includes students as active participants.
Using simulations as tools to promote more powerful learning Instructor: Ming-Puu Chen Presenter: Yu-ting Tsai Roberta, L. (2005). Using simulations.
#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.
© Crown copyright 2006 Renewing the Frameworks Enriching and enhancing teaching and learning.
Developmentally Appropriate Practices. Five Guidelines For Developmentally Appropriate Practices.
Communicative Language Teaching (CLT)
I believe that mathematical reality lies outside us, … our function is to discover or observe it, and that … which we describe … as our 'creations' are.
The audience will be appealed forcing them to participate in the activities that each station has and asking parents to provide succinct expressions.
Introduction to Math Methods Math Standards. Why can math be fun? Math can be fun because… it can have so much variety in topics. many different ways.
How could you adapt these for your year group? What skills / knowledge does this activity help practice? How could you use this activity to teach a different.
Rivendell School Town Meeting October 19, 2017
What to Look for Mathematics Grade 5
Integrating Technology:
Maths Teaching Course Day 2
PARTICIPATORY TEACHING STRATEGIES By: Alfredo S. Donio Jr.
Maths No Problem! Parents Workshop
Presentation transcript:

Madihah Khalid UBD 1

 The new Brunei mathematics curriculum that was launched in conjunction with the New Education System of the 21st Century (SPN 21), implemented fully starting early 2009 advocates the use of multiple representation.  Therefore, various kinds of teaching and learning resources were recommended to accomodate the different representations.  The six different representations are concrete, real-life, verbal, diagram, symbolic and ICT. 2

The curriculum document suggests the following critical components that pupils must encounter in a mathematics programme in order to achieve the goals of mathematics education and encourage lifelong learning in mathematics. Pupils are expected to:  communicate in order to learn and express their understanding  connect mathematical ideas to other concepts in mathematics, to everyday experiences and to other disciplines  demonstrate fluency with mental mathematics and estimation  develop and apply new mathematical knowledge through problem solving  develop mathematical reasoning and creativity  select and use technologies as tools for learning and solve problems  develop visualization skills to assist in the processing of information, making connections and solving problems  develop positive attitudes and values towards mathematics. (CDD, 2009) 3

Figure 1: The tripartite model (Valverde et al., 2000, p. 13) 4

5

 Calculators, graphing calculators, computers and other technological devices in the classroom have had are encouraged for the teaching of mathematics. It contributes to the learning of a wide range of mathematical content, and enables pupils to explore and create patterns, examine relationships, test conjectures and solve problems.  The mathematics curriculum supports these developments by placing clear emphasis upon the sensible use of ICT in concept development as well as in technology assisted instruction, problem solving, modelling and interactive learning.  Visualization can be promoted through the use of multiple representations such as concrete material, pictorial images etc. especially ICT. 6

Information and Communication Technology (ICT) plays a significant role in the teaching and learning of mathematics in school. Teachers should take full advantage of the wide spread use of computers and calculators to enhance the delivery of the mathematics curriculum. The integration of ICT focuses on the provision of opportunities for students to:  learn mathematical concepts with greater clarity, depth and  understanding by bridging the gap between abstract mathematical  concepts and concrete experiences;  consolidate understanding of mathematical concepts and skills;  involve in collaborative work and broaden their learning styles;  participate in projects, tasks and problems which require higher level competencies and skills; and  involve in simulation exercises that allow for different approaches for solving problems to be tested and their consequences observed. Teachers and pupils are expected to use ICT intelligently and critically in the teaching and learning of mathematics. They must be able to decide when to use the available technology. Wherever appropriate, suggestions on the possible use of ICT in the mathematics curriculum have been included in the teaching notes of the syllabus. 7

 Many Bruneian teachers rely solely on the textbooks recommended by the Ministry of Education. They might follow the sequence and recommendations given in the textbook closely where all problems and exercises would be presented and taught to the students.  Most would try to adapt the textbooks according to their students’ ability and situation 8

9

 Unlike teachers in Japan who has a very unique and purposeful way of using the blackboard, it is hard to categorize Brunei teachers’ use of blackboard in any particular way.  However, with the exposure to Japanese lesson study and maybe because of the influence from it, our teachers are beginning to realize the importance of planning the blackboard use. 10

 With the advent of new technology and the encouragement for its use, teachers began using the smart-board and also the projector in their classrooms. The use of smart-board is popular among the young teachers in Brunei since all schools are provided with at least one interactive whiteboard by September 2007  In view of the popularity of the smart-board among pupils, teachers are looking for tools or softwares that offer interactivity.  The star mathematics text book supplied to primary schools is also accompanied with teacher resource compact discs which contains the ebook version of the text book.  The ebook version has inter-activeness (enlarge images or texts and interactive activities). 11

 Teachers try to design a lesson on this topic and at the same time adhere closely to the theme: ‘to enhance students’ communication, thinking, problem-solving and reasoning skills so that they are able to express their opinions confidently with meaningful ideas’  Lesson start with ‘follow me’ or ‘I have… who has..’ game so that students can connect multiplication and division later in their explanation. 12

 During the development stage, the teacher continues by asking pupils to pick one of the nine cards containing division statements for example 450 ÷ 10.  Students were asked to solve this by whatever method they knew. Some responded by saying that they use the reverse of multiplication (the answer is 45 because 45X10 is 450), some by long division etc. Here, the teacher asked students to interpret the meaning of multiplication that emphasize grouping.  After going through more cards and arranging the cards in groups that shows certain kinds of patterns, students were expected to be able to then explain why they can take away zeroes when dividing.  They were expected to be able to say something like ‘86X100 means 86 groups of 100 which gives ÷100 means finding how many groups of 100 there are in There are 86 groups of 100 in 8600 (because 8600=86X100 which means 86 groups of 100). Other pupils even point out to the reverse nature of multiplication and division. 13

14

15

16

17

18

19

 The advent of the new technology will change the way teachers teach.  However, teaching with technology needs to be complemented with the incorporation of other important process skills (such as mathematical thinking, communication and connection), and teachers will seek resources other than textbooks to get ideas on how best to teach a topic.  The dbook was also introduced last year. Noe teachers who do not get the chance to use the smart-board can have interactivity in their classroom, because the dBook can be inserted with basic tools (like drawing, compass, ruler), animations and interactive simulations (using Adobe Flash) or videos.  Recent interactive teaching tools like ‘mimio’ also made interactive teaching cheaper.  Therefore, design and implementation of teaching will be more innovative and effective for the benefit of thechildren 20