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Foundations
in
Math
Foundations in Math:
Developing Mathematical
Thinking & Conceptual
Understanding in
Grades KG-2
EARCOS WEEKEND WORKSHOP-
MS. SARA GARRETT
November 15, 16, 2014
What
i
learned...
Building
math
vocabulary
strategy:
active
word wall
collaboratively,
we worked to construct meaning, &
show relationships with the new
vocabulary
this...
and
this...
evolved into this...
and
this...
evolved into
this...
evolved into this...
and evolved
into this...
with a growth-
mindset
we used inquiry & discourse to
construct new meaning
Let’s look a
little closer
at some of
the
vocabulary
THE
BIG 3
enactive
enactive
enactive=
action-based
Using coins...
enactive
Using blocks, chips...
enactive
Using base-ten
blocks, etc.
ICONIC
ICONIC
ICONIC=
image-based
ICONIC=
sometimes called
the pictoral stage
SYMBOLIC
SYMBOLIC
SYMBOLIC=
language-based
symbolic=
sometimes called
the abstract stage
horizontal
mathematization
Freudenthal institute (F.I.) under the auspices of Hans Freudenthal (1905-1990)
horizontal
mathematization=
going from the world
of life to the world of
symbols
horizontal mathematization (example)
Freudenthal institute (F.I.) under the auspices of Hans Freudenthal (1905-1990)
The majority of pupils started off the problem by guessing, usually with the assumption that a t-shirt will cost more
drink. After being asked to find another method for calculating the respective values they start to develop mathem
tools to deal with situation. This primarily involved the idea of exchange i.e.
2 t-shirts + 2 drinks = $44.00
1 t-shirt + 3 drinks = $30.00
0 t-shirts + 4 drinks = $16.00
horizontal
mathematization=
the students come up with
mathematical tools that can help to
organize and solve a problem
located in a real-life situation.
VERTICAL
mathematization
Freudenthal institute (F.I.) under the auspices of Hans Freudenthal (1905-1990)
vertical
mathematization=
the process of reorganization
within the mathematical system
itself, like, for instance, finding
shortcuts and discovering
connections between concepts and
strategies and then applying these
discoveries.
vertical
mathematization=
moving within the
world of symbols
working with
real
examples...
In small groups we
worked on 3 different
problems to
experience
mathematical
discourse
#1
Patti made 42 friendship bracelets to
sell. She sold 17 of them on Monday.
How many friendship bracelets does
Patti have now?
#2
The rabbit jumped 17 inches further than the
frog. The rabbit jumped 42 inches. How far did the
frog jump?
#3
Jane is climbing to the top of the bell tower.
There are 42 steps in the tower. She has climbed
17 steps already. How many more steps does Jane
need to climb to get to the top of the tower?
looking at the three different questions and the
variety of answers was an eye-opening process.
I was amazed at the variety in approaches to
solving a problem. The richness of the
mathematical discourse was thought-provoking,
and helped deepen my understanding of problem-
solving strategies.
Reflection
PRODUCTIVE
STRUGGLE
CREATING THIS PRESENTATION WAS A
PRODUCTIVE STRUGGLE FOR MR. DARYL
Additional
examples
Foundations
in
Math
● http://bruners-stages.wikispaces.com/Bruner%
27s+Stages+of+Representation
● http://www.nctm.org/profdev/content.aspx?id=23609
● http://campuspaper.blogspot.com/2012/10/horizontal-and-vertical-
mathematization.html#.VJC6faSUeVI
● http://www.did.stu.mmu.ac.
uk/cme/Student_Writings/RichHarrison/RichardHarrison.html
resources/reference:
http://www.youcubed.org/
TO BE
CONTINUED...
MR. DARYL
RUAMRUDEE INTERNATIONAL SCHOOL
facebook: https://www.facebook.com/pages/RIS-Elementary-
School/566272910150141
Twitter: @Daryl_I
linkedin: Daryl Imanishi
slideshare: http://www.slideshare.net/DarylImanishi
LET’S CONNECT...

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Foundations in Math