My Delicious tags
I just did a wordle of my tags of websites I have bookmarked on delicious…maybe this will help me focus my master’s thesis!
Hence my technological addiction...
I just did a wordle of my tags of websites I have bookmarked on delicious…maybe this will help me focus my master’s thesis!
Hence my technological addiction...
What is mathematical understanding? Obviously, not an easy question to answer. Maybe it is one of those questions that is easier to pin down by saying what it is not….
My summarizing thinking questions (using the helpful verb list at http://www.teach-nology.com/worksheets/time_savers/bloom/) for us are:
1) What is mathematical understanding?
2) How do reflection and communication enhance mathematical understanding?
3) Prioritize the 5 dimensions in terms of your own classroom and outline what your personal approach is to each of them.
The 5 dimensions the article refers to are:
a) Nature of Classroom Tasks
b) Role of the Teacher
c) Social Culture of the Classroom
d) Mathematical tools as learning supports
e) Equity and Accessibility
4) Propose an opportunity for learning that you might envision in your class for students to reflect and communicate mathematically.
I love Bloom’s Taxonomy and how it fits in with good questioning. Check out the link from Manitoba Education and Youth’s Literacy with ICT document: http://www.edu.gov.mb.ca/k12/tech/lict/resources/handbook/section2.pdf see page 16

http://www.edu.gov.mb.ca/k12/cur/math/framework_k-8/document.pdf
This is the link for the “new direction” that Manitoba Education and Training is hoping educators will buy into and live in their classrooms. I am already a living, breathing example of one who embraces constructivist and fostering a positive “affect” in the cognitive discipline called mathematics! I can’t wait for a critical mass of colleagues to build up.
Here are my reflections so far on the article, “Adding it up: helping children learn mathematics” by Kilpatrick, Swafford and Findell, Washington, 2001. I like the acknowledgement of the 5 interwoven strands of:
a) conceptual understanding
b) prodecural fluency
c) strategic competence
d) adaptive reasoning
e) productive disposition – see sense in math, feel it is useful, believe in one’s math ability through perseverance and positivity. The teacher has a major role in helping create, build and maintain a positive attitude towards mathematics.
These 5 strands provide a broader, deeper view of proficiency in mathematics. It also points to the need for educators to identify common pinch points (areas of trouble) in math for students and multiple ways to have students experience them.
This is why I’m involved in my school division’s Edutube project. I will be using Microsoft Community Clips and other software to record lessons relating to grade 9 curricular outcomes and sharing them online. Can’t wait to get started.
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