Wednesday, January 29, 2020

Math Early Learning Continuum - 3 Sessions

The Lambton Kent District School Board Program Department is hosting online learning sessions for ECEs, Early Years Educators, and Kindergarten Educators.

The sessions will explore Math – Early Learning Continuum

Presented by:
Heather Wark (Lakehead Unversity)
Jenn Gardiner, R.E.C.E. (LKDSB)
Mary Lynn Anderson, (LKDSB)
Ben Hazzard, (LKDSB)

Everyone, within the LKDSB and beyond (community partners, other school districts), is able to take part in these learning opportunities at no charge.



Intentionally Infusing Math Thinking Into Play

The session, Math Early Learning Continuum Session 3: Intentionally Infusing Math Thinking Into Play, was presented online on Wednesday, January 29, 2020.  This online session was presented by Heather Wark (Lakehead University), Jenn Gardiner RECE, Mary Lynn Anderson and Ben Hazzard (LKDSB).

The continua referenced are based on the work by Dr. Alex Lawson, Lakehead University


Here is a download of the slide deck from the presentation.


Children should learn their number facts. However, they would benefit from learning these facts by using an increasingly sophisticated series of strategies rather than by jumping directly to memorization.
- (Lawson, 2016, p. 4)

Strategies help students find an answer even if they forget what was memorized. Discussing math fact strategies focuses attention on number sense, operations, patterns, properties, and other critical number concepts.
- (O’Connell & SanGiovanni, 2011, p. 5)

Wednesday, January 22, 2020

Counting for Early Learners: 3 Strategies That Makes Counting Work

The session, Math Early Learning Continuum Session 2: Counting for Early Learners: 3 Strategies That Makes Counting Work, was presented online on Wednesday, January 22, 2020.  This online session was presented by Heather Wark (Lakehead University), Jenn Gardiner RECE, Mary Lynn Anderson and Ben Hazzard (LKDSB).

The continua referenced are based on the work by Dr. Alex Lawson, Lakehead University

Children should learn their number facts. However, they would benefit from learning these facts by using an increasingly sophisticated series of strategies rather than by jumping directly to memorization.
- (Lawson, 2016, p. 4)

Strategies help students find an answer even if they forget what was memorized. Discussing math fact strategies focuses attention on number sense, operations, patterns, properties, and other critical number concepts.
- (O’Connell & SanGiovanni, 2011, p. 5)

Wednesday, January 15, 2020

Subitizing in the Early Years Math Classroom

The session, Math Early Learning Continuum Session 1: Subitizing, was presented online on Wednesday, January 15, 2020.  This online session was presented by Heather Wark (Lakehead University), Jenn Gardiner RECE, Mary Lynn Anderson and Ben Hazzard (LKDSB).

The continua referenced are based on the work by Dr. Alex Lawson, Lakehead University



Children should learn their number facts. However, they would benefit from learning these facts by using an increasingly sophisticated series of strategies rather than by jumping directly to memorization.
- (Lawson, 2016, p. 4)

Strategies help students find an answer even if they forget what was memorized. Discussing math fact strategies focuses attention on number sense, operations, patterns, properties, and other critical number concepts.
- (O’Connell & SanGiovanni, 2011, p. 5)

Monday, January 13, 2020

How can I incorporate Indigenous Art in my class without appropriating the culture?


How can I incorporate Indigenous Art in my class without appropriating the culture? 

This is a great question!! 

Many teachers want to use Indigenous styles of art and music in their classrooms.  There are so many really amazing First Nation, Metis and Inuit artists creating beautiful and thought-provoking works of art.  This art includes visual arts, music, dance and drama. These works of art are excellent avenues to ensure you are sharing the perspectives and experiences of Indigenous people with your students.  It is through this sharing we can build understanding.

Please keep reading to discover ways we can appreciate the works of Indigenous artists.

First of all, let’s talk about what cultural appropriation actually is.  

Cultural Appropriation is taking parts of someone else’s culture that you find interesting, beautiful or “cool” and using it in ways that it was originally not intended. If the action doesn’t allow for the cultural context to be shared, then it can perpetuate stereotypes and minimize cultures to simple tropes or cliches.  It silences the voices that need to be shared. The best way to avoid cultural appropriation is to make sure you are making space for voices that have generally been silenced to be shared. 

Cultural appropriation is something that we should all be aware of.  Sometimes we need to take a step back and look at our classroom activities from a different perspective to see if we are appropriating someone else’s culture. This also extends beyond First Nation, Metis and Inuit cultures.

This is a really interesting article about Cultural Appropriation and Indigenous Artwork that you could share with your students.  It also comes with a call to action around speaking up against cultural appropriation supporting Indigenous artists. 


If you are looking for more information about Cultural Appropriation please see this earlier post with a recording of our online session:

What to do:

  • Do share indigenous Art
  • Reference where the artist is from (If known, share nation)
  • Make space in your classroom for marginalized voices
  • Teach History and Current events, make space for marginalized voices to share culture

  • Use the Curriculum as your guide 
    • Creating and Presenting 
    • Reflecting, Responding and Analysing
    • Exploring Forms and Cultural Contexts


What About Indigenous “Inspired” Art?

Creating and Presenting: Share the artwork, ensure the students are creating their own instead of copying artwork that is unique to Indigenous Peoples.
As the curriculum guides us we want to give students opportunities to be inventive and imaginative in their thinking, rather than copy the artwork of another artist or group of people.


Instead of using them as something from which to copy, we can use these works of art as a starting point for an Inquiry (Inquiry can be conducted in the Art classroom!!).  
Who is the artist?  Where are they from?  What is their nation? Why did they choose the medium?  Who/what are the inspirations for their artwork? Is there an artist from a local First Nation we can contact who can tell us more about the style of art? Is there an artist we can contact via Skype?

Reflecting, Responding and Analysing:
(Taken from the Ontario Arts Curriculum, Pages 23-27)

One way you can utilize artworks by First Nation, Metis and Inuit artists is to use it to teach critical analysis.  The above flow chart comes from the Ontario Arts Curriculum.  

Here is an example:

Christi Belcourt is a Metis artist and Isaac Murdoch is an Ojibwe artist who create prints and paintings.  On their website, http://onamancollective.com/ you can download their Water Is Life prints to use as posters, or for your classroom.  These are excellent examples of Indigenous voices being shared through visual arts.  

With your students have a discussion about why Christi Belcourt and Isaac Murdoch would just give away their artwork in this way?  
What imagery do you see in their work?  
What makes it powerful? 
Look to the curriculum to guide your discussion as well: 
  • How does the artist use: 
    • Colour, Line, Value, Texture, Space, Shape and Form (Elements of Design)
    •  Pattern, Contrast, Proportion/Scale, Harmony, Variety, Movement, Balance, Emphasis, Unity (Principles of Design)



This is success criteria that you can use when looking at artwork created by Indigenous artists.



Should students copy the images/symbols represented?  
Nope.  BUT, students can look at these symbols and create their own posters about protecting water or to advocate for an issue that they wish to support or draw attention to. They can use their own symbols and imagery to get their point across.
Christi and Isaac use printmaking to create their posters.  You can introduce your students to the art of printmaking!  

Exploring Forms and Cultural Contexts

I really like totem poles.  If I take the time to teach my students about them and their history, is it okay to make them?

Well, no.  

Totem poles and the styles of art seen above are very beautiful and are very distinct to unique groups of Indigenous people.  We’ve all seen them, maybe we’ve even used them in our art classroom as inspiration or a template from which to copy. These styles of art have had generations of stories, experiences, and traditions behind them.  To feel like we as teachers can give them the respect they need in a 40 minute lesson is showing the artists and their ancestors a great deal of disrespect.

Claire Kennedy, a teacher from Sir John Moore created a unit plan for the visual arts strand.  She has made sure to include many First Nation, Metis and Inuit artists in the plan.  
You can find this unit plan here: Visual Arts Unit Plan

It can easily be adapted for many grades and includes a lot of resources for further exploration.  Miigwech for sharing, Claire!


Can I invite an artist from a local First Nation to my class to share their work?
Yes!  Please do!  
Some teachers have invited artists from Kettle and Stony Point, Aamjiwnaang, Bkejwanong and Eelunaapeewi Lahkeewiit to their classes.  Many of these artists share their stories, traditions and their styles of artwork with the students. While the visiting artists are sharing with the students and teachers, these styles and stories still belong to the artist and their ancestors.  They are not to be later taught by the teacher.


When in doubt, reach out!

Cultural appropriation is sometimes difficult to navigate, but it can be very hurtful, damaging and can perpetuate stereotypes.  When in doubt, please ask! I get many questions from teachers, and I really appreciate the time they take, and the bravery they show when asking! Send me an email!  gretchen.sands-gamble@lkdsb.net

Miigwech!

Wednesday, January 8, 2020

What's The Math Strategy?





What’s The Strategy?
We hope you enjoy this video that was created to be shared with your class.  The video is 4 minutes long. However, it is intended to create a 10-15 minute discussion with your class (including video time). If you watch the video first, it will give you an idea of the best discussion points for your students.  


Suggestions for Pausing:
You might want to pause at the very beginning, 0:14 seconds, to allow your students to use mental math to solve the question.  Or, perhaps your students are not ready for mental math at this level. If that is the case they could be allowed manipulatives or whiteboards to solve.  When students are allowed to take time to solve the problem they will engage more with the rest of the video as they too will have entered into the problem.


From :23 seconds to :42 seconds, Eamon shares how he solves the problem.  You might want to replay this section a few times to allow students to figure out how he is solving the problem.  


From :43 to :48 seconds students are prompted to consider how he solved the problem.  At this point, students could turn and talk to describe what they think Eamon did to solve the problem.   After they decide how he solved it, ask a student to share their idea of how it was solved.  


Watch another student explain Eamon’s thinking on the video from :50 - 1:23.  Was your students’ explanation similar to Myla’s?  


The next section of the video describes ways to represent Eamon’s thinking.  Depending on your students’ understanding of the strategy, you may decide to focus on one representation more than another.  
1:27 - 2:25 seconds - Eamon’s thinking is represented with ten frames.
2:25 - 3:15 seconds - Eamon’s thinking is represented on a number line.
3:16 - 3:28 seconds - Eamon’s thinking is represented in numeric form, but in a friendly manner that is accessible to more students. 
3:28 - 3:47 seconds - Eamon’s thinking is represented in accurate numeric representation.  


Eamon’s strategy is then named at 3:50 seconds.


In the end, students are asked if they could use one of Eamon’s strategies.  
Here is a link to cards that summarize the strategies, if you’d like to use them to support a discussion of the strategies in your class: Addition/Subtraction Strategy Cards 


If you have a video of a student solving a strategy that you think could be made into a ‘What is the Strategy?’ video, please share it with the coach connected to your school.  


Questions You Might Ask Students:
  1. Did you visualize his strategy in a different way?
  2. Is there another way to solve this question?
  3. Do you think there is a more efficient strategy? Why?
  4. With what numbers would you want to use Eamon’s strategy? What numbers wouldn’t you want to use Eamon’s strategy with?


Key Thinking To Support Student Thinking:
In this example, Eamon is using place value to solve the problem.  When Eamon thinks along place value lines, it allows him to solve double-digit numbers in a simplified manner.  Solving along place value lines is the precursor to making sense of the standard algorithm. If your students are ready, perhaps they can be asked to make the connection between the splitting strategy and an alternative algorithm:


With adding, we can break apart numbers and reorganize numbers in ways that make adding easier.  When students demonstrate various ways to decompose a number or reorganize numbers it is important to draw students’ attention to this.  This will support students to become flexible with numbers. They will realize they can move numbers around in a way that works to make it easier for them.  


When students see different representations of any operation, it is useful to help students make the connection between the different representations.  It is the idea of concrete fading, we represent thinking concretely then support students to transition to a numeric representation. This will allow students to have a visual mental representation to connect to the numbers.   It will strengthen their understanding of what is happening and allow them to move towards only representing operations numerically. When understanding a new strategy, it helps students to make sense of it concretely first.  


Strategies From The Continuum: 
Getting to a Decade Number
Splitting