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Interior Math
Conference
February 19, 2016 - Vernon, BC
Vernon Secondary - 2100 - 15th St
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BC Association of
Mathematics Teachers
Time Activities
8:30 Registration
9:00 Keynote Address: Cathy Bruce and Tara Flynn
10:00 Break - Exhibitor Displays
10:30 -
12:00 Break Out Session:
The Importance of Spatial Reasoning
for Young Children
Cathy Bruce/Tara Flynn
Exploring
Gr. 6 - 9 Curriculum w/
Hands-On Activities
Susan Ward
Building
Thinking
Classrooms
Gr. 7 - 12
Amanda Russet
Lego Robotics in
Math
Gr. 4 - 7
Brendan
Robertson
Apps for Math
and more
K - 12
Mike Haworth
12:00 Lunch
12:50-
1:55 Demonstration &
Presentation
Colleen
Lindsay
Place Value 101
Grades 1 - 3
Stacey Anderson/
Christine Trickey
Incorporating Aboriginal
Content into the Math
Curriculum Grades 4 - 9
Dmitri Zebroff
Thinking
Classrooms
K - 8
Dean Rowland
Talking, Writing and Discussing
in Math
6—12
Val Edgell
Breaking-in
to Break Out
K - 12
Corinne
McWhinney
Creating a
Culture of
Thinking in a
Math
Classroom
Through the
Lens of the
New
Curriculum
Lindsey
Schroeder
K - 7 and
beyond!
2:00 –
3:00 Demonstration &
Presentation
Colleen
Lindsay
Guided-Math in the Primary Classroom
Christina Calado/ Angie Rivard
The Progression of Fractions Grades 3 - 7
Diana Huddart/
Lisa Quiring
What’s the Problem with
Math? A PBL Approach
Grades 4 - 8
Paul Britton
Tangram
Puzzles: Expand
Your Spatial
Awareness
Grades 2 - 4
Candice
McMahon
Using Lego
Robotics to
Teach Math
Grades 8 - 12
Josh Vance
Problem First
Gr. 7 - 12
Ryan
Thompson
Schedule
Cathy Bruce is an Associate Professor at the Trent University
School of Education and Professional Learning. Cathy is a co-
Principal Investigator of the Math for Young Children (M4YC)
project. She won a SSHRC Award in 2013 to continue this
research into early mathematics and young children’s spatial
reasoning. A former teacher, Cathy has been studying teaching
and learning for 25 years. She teaches mathematics methods
courses at Trent where she brings her passion for mathematics
teaching and learning to teacher candidates. In 2012–2013, Cathy was honoured to receive the
prestigious Ontario Confederation of University Faculty Associations (OCUFA) teaching award.
Additionally, she received the 2015 International Eduardo Flores Leadership Award for her
contributions to action research locally, nationally, and internationally. Key areas of research
include teacher and student efficacy, the effectiveness of alternative models of professional
learning for teachers, the use of technology in the mathematics classroom, as well as teaching
and learning in the difficult-to-learn areas of fractions and algebra. Her awesome family of
boys keeps her on her toes.
Tara Flynn is an educator, author, and editor who has
worked with Dr. Cathy Bruce in the fascinating world of
mathematics education research since 2007. As Project
Manager and Research Officer, Tara has worked with
countless dedicated and innovative educators, and has been
an integral member of the Math for Young Children (M4YC)
team since the project’s inception. She has co-authored
several publications on young children’s spatial reasoning and
has presented widely on this topic. As an editor, Tara cut her teeth at Alternatives Journal,
and more recently has edited numerous teacher resources in mathematics education. She
is the awestruck mother of a 20-year-old son.
Keynote Address
All sessions will be filled on a first-come basis. There is no pre-registration for sessions.
Keynote: 9:00 – 10:00
What is spatial reasoning and why is it important? New developments in Education
When you use a map, do you rotate the map to match your orientation or do you orient the
‘north’ of the map to polar north? Are you attracted to symmetrical designs? Have you ever
tried to teach really young children to code? Do some of your high school students use spatial
reasoning when they work with linear equations? In this keynote presentation, Dr. Cathy Bruce
will share her research on spatial reasoning and its role in mathematics learning. She will
engage participants in considering what we mean by spatial reasoning, why it is important and
how we can spatialize mathematics to support student understanding. Be prepared to do
some math!
10:30 – 12:00
Break Out Session: VSS Theater
The Importance of Spatial Reasoning for Young Children:
Practical Strategies for K-2 Teachers (and Beyond)
Catherine D. Bruce, Associate Professor, Trent University
Tara Flynn, Project Manager and Research Officer, Trent University
In this session, participants will be encouraged to try a range of playful spatial reasoning tasks
that have been co-generated by teachers and researchers, and field- tested in Canadian
classrooms with hundreds of children and their teachers. The significance of these tasks will be
discussed and linked to video of children. Discussion on the implications for teaching geometry,
spatial reasoning and mathematics overall will be encouraged in this interactive session.
Session Descriptions
10:30 – 12:00
Exploring the Grade 6 – 9 Curriculum with Hands-On
Activities
Susan Ward, Spectrum Educational Resource Representative
In this session Teachers will work in small groups with manipulatives to explore
some of the content in the new curriculum as it relates to the Big Ideas and the
Core Competencies. Participants will leave with a collection of free manipulatives
and instructions for several activities that are ready for classroom use.
Lego Robotics and Math: Grades 4 – 7
Brendan Robertson, Vernon
Few tools generate as much excitement in the classroom as those that enable
students to truly take charge of their own learning. With LEGO® Education WeDo,
students don't just know, they do. Designed for children grades 2-7, WeDo is a
learning solution that brings together technology, curriculum and hands-on work.
Working in pairs, you will experience how students can create moving models to
explore Math concepts and problem-solving abilities.
Building Thinking Classrooms: Grades 7 – 12
Amanda Russett, Kamloops
Problem-based learning is an effective teaching strategy to help students learn;
however, just asking students to solve problems does not ensure they are learning
or thinking about the mathematics. In this presentation, teachers will experience
strategies based on the research of Dr. Peter Liljedahl that can easily and quickly be
implemented in classrooms to create a culture of problem solving.
Apps for Math and More
Mike Haworth, Revelstoke
With over 1.5 million apps in the Apple App store, the question is often not, "is
there an app for that?", but rather, "what is the best app for that?" During this
presentation, a range of different app suggestions for use with mathematics and
for use in classroom communication and digital storytelling using Apple iOS devices
such as iPads will be presented for use by individuals, small groups, and large
groups. In addition, discussion of app selection and technology integration criteria
will be presented. You may want to bring your own device to this session!
12:50 – 1:55
Demonstration and Presentation
Colleen Lindsay
What do students with Math Disabilities require? This session will give insight into
what leads to a Math Learning Disability and what teachers can do to support
these students. Current research and best practices will be shared.
Building Thinking Classrooms: K – 8
Dean Rowland, Okanagan Falls
After working closely with Peter Liljedhal in our district this fall, this presentation
will demonstrate the 3 main pillars of his approach to delivering Math curriculum
while building Thinking Classrooms: Use vertical non-permanent surfaces in class,
use random groupings to create working groups, and use good tasks.
Place Value 101: Grades 1 - 3
Stacey Anderson and Christine Trickey, Vernon
Beginning teachers will be shown how to introduce and teach the concept of
PLACE VALUE. We will help you to organize and facilitate stations, games and
Guided-Math groups. There will be hands-on activities and games that we will
share with you to use with your class! We will also give ideas on how to assess your
students. This will be an informative session that you won't want to miss!
Talking, Writing and Discussing in Math: Grades 6 - 12
Val Edgell, Shuswap
How can we increase our students’ ability to reason, think and use their
understanding of math to make sense of the world? We will experience an activity
that I’ve used successfully from grade 6 through to adult learners to increase
verbalizing and explanation of math concepts. When you can write, talk and
explain your mathematical thinking, you’ve got it!
Breaking-In to Break Out: K - 12
Corinne McWhinney
Breakout EDU creates ultra-engaging learning games for people of all ages. Games
(Breakouts) teach teamwork, problem solving, critical thinking, and
troubleshooting by presenting participants with challenges that ignite their natural
drive to problem-solve.
K-12 Breakouts can be used to teach core academic subjects including math,
science, social studies, language arts and more that apply problem solving
strategies within a real world OR collaborative context.
Incorporating Aboriginal Content into the Mathematics
Curriculum: Grades 4 - 9
Dmitri Zebroff
Creating a Culture of Thinking in a Math Classroom
Through the Lens of the New Curriculum: 2-hour session
Lindsey Schroeder, Kelowna
This will be a two-hour interactive session that explores ways to incorporate the
Critical Thinking and the Creative Thinking Competencies into the everyday culture
of our math classes. Teachers will leave with strategies, thinking routines, and
formative assessment ideas to take back to their classrooms.
This session is open to all teachers, but will be more focused on examples from
primary and intermediate classrooms.
2:00 – 3:00
Guided-Math in the Primary Classroom
Christina Calado and Angie Rivard, Vernon
Christina and Angie have been running a Guided Numeracy program between their
Grade Two classes for two years now. They have used assessments to identify and
group students from both classrooms based-on students’ needs and
misconceptions. Examples on what Guided Math looks like in the classroom, how
to set up and run a program, and ways to differentiate will be explored.
Demonstration and Presentation
Colleen Lindsay, Vernon School District and UBCO
What do students with Math Disabilities require? This session will give insight into
what leads to a Math Learning Disability and what teachers can do to support
these students. Current research and best practices will be shared.
What's the Problem with Math?: A New Way to Look at
Math Using a PBL Approach – Grades 4 - 8
Paul Britton, Vernon
Participants will explore the conventions of problem solving and how they could be
manipulated to create a rich application for math. Through starting with a
competency-based approach, participants will see how to take existing practice
and add a twist to unlock the reluctant learner.
The Progression of Fractions from Grades 3-7
-A Wholistic Approach to Teaching Fractions.
Diana Huddart and Lisa Quiring, Vernon
Participants will be given a package that, includes manipulative ideas, that will help
with the introduction and teaching of fractions. We will include ways to connect
fractions, decimals and percent.
Problem First: 7 – 12
Ryan Thompson, Vernon
Ryan will discuss his experience in making the switch from “instruction
problems” to “problem instruction.” Participants will experience a problem first
approach, have a discussion and then work on developing a lesson relevant to their
grade level embracing this structure.
Tangram Puzzles: : Come Expand Your Spatial Awareness
Target group - Gr. 2-4 teachers.
Candice McMahon, Vernon
This 7-piece set of shapes is an ancient Chinese puzzle game. The manipulation of
these tangrams uniquely fosters the development of spatial reasoning. Come
prepared to play!
Using Lego Robotics to Teach Math: Grades 8 - 12
Josh Vance, Vernon
Lego's EV3 is an ideal platform for exploring mathematical problems and making
abstract concepts tangible and concrete. It lifts math from the pages of a book to a
challenge that can be touched and solved through hands-on experience.
* With EV3 you can cover math curriculum areas such as:
* Proportional relationships.
* Equations and inequalities.
* Defining, evaluating, and comparing functions.
* Rounding numbers and measures to approximate answers.
* Understanding angle measure, area, surface area, and volume.
* Understanding and analyzing ratio concepts and developing solutions from there.
* Applying and extending previous understandings of arithmetic to algebraic