“Every morning you have two choices: continue to sleep with your dreams, or wake up and chase them.”
I am a Reggio Emilia inspired Full Day Kindergarten teacher and mother to three young children. This blog is meant as a communication tool for the families of our children and as a learning tool for the many educators who follow us. Please feel free to comment on posts and participate in our collective understanding of emergent curriculum.
Sunday, July 24, 2022
A Writer's Dream Come True
Friday, August 27, 2021
Joyful Math Trailer!
In Deanna Pecaski McLennan’s kindergarten classroom, math isn’t limited
to a specific block of time. It’s built into the environment and
inseparable from everything her young students do. All of the math is
infused with a sense of exploration, wonder, and joy.
Deanna’s book, Joyful Math,
is about creating invitations for young children to engage with math
ideas through art, literacy, and outdoor play. She focuses on building
spaces in early childhood classrooms where children see themselves as
mathematical thinkers with valuable ideas from the very start.
Joyful Math is filled with a range of tools and models, including:
- stories, vignettes, and photos illustrating how to develop a classroom environment that fosters curiosity and wonder for mathematics
- practical tips for inviting students to engage in mathematical play throughout the day
- examples of ways to document children’s experiences to make math learning visible to parents and the greater community
Supported by her experiences exploring math with young children, Deanna’s methods will inspire educators to be curious about math, take risks, try different approaches, observe carefully, and collaborate with children as co-learners.
Get a copy here!
Stenhouse Publishers (United States)
Barnes & Noble (United States)
Pembroke Publishers (Canada)
Amazon (United States and Canada)
Saturday, August 14, 2021
Small World Play and Math
"Old things are better than new things, because they've got stories in them."
Kami Garcia
What is hiding in your cupboards and closets? For 20 years now I have kept an old, beautiful china set from my grandmother high up on my shelves. I can honestly say that I haven't used it once; life with busy children doesn't lend itself to tea parties and fancy dinners. Each time I opened the particular cupboard in which these beautiful objects were stored, I'd feel a sense of guilt. They were treasured by my Nana and used for special gatherings. Now they collected dust.
As I look ahead to the next school year, I am eager to bring beautiful, inspiring materials back into our classroom. Covid has meant that many children have been home with their families, isolated from the world. I anticipate a higher than normal level of anxiety and stress as we return to school, even if we are eager and ready for this new chapter. Having beautiful, interesting materials in the classroom space can often welcome children and pique their curiosity, helping them transition into the space and overcome their feelings of anxiety.
Last week I cleaned the kitchen and as I handled the china, I wondered if it could be integrated into the classroom as play props. Not only would that give the bowls and cups a sense purpose, they would beautify our space. I liked the idea of being able to enjoy them on a regular basis; each time I look at them they remind me of my grandmother and I love feeling her presence in my life.
I had been eager to use a small teacup set (found at Value Village) in some way. I knew that the children loved small world play, and that imaginative mini playscapes held potential for rich math learning. I decided to turn my china into a tea garden. In each piece I placed small stones at the bottom for drainage. I planted succulents in the potting soil because of their hardiness and ease of care.
I am purposely not adding character props to this learning invitation. I would rather see how children integrate other materials we have into their play (e.g., mini animals, wooden clothespin dolls), or create their own fairies and other figures at the art center. I also see potential for creating a similar invitation outdoors in some way (e.g., fairy door in a stump). As I observe the children I will take note of their ideas and interests, and help to scaffold and support the math learning as it emerges. Some math ideas I think might present include:
- a discussion of proportional reasoning as children explore the size of the small world and create additional play props
- an observation of pattern as children see, think and wonder about what they find on the china
- practice with one to one correspondence as children set the table for a tea party and create additional props to support their storytelling (e.g., plates, forks, food)
- STEAM as children create their own figures to integrate in this play (e.g., dolls, fairies) or create their own mini worlds (e.g., dollhouses from boxes)
- observations of shape and size as teacups are compared to one another
- connections with capacity as children consider how much liquid might fit into the cups, or create their own tea parties while playing in the mud kitchen or water table
I'm sure as children explore the materials additional ideas will emerge. I can't wait to see what they discover! I'm eager to search my closets for other materials to upcycle and bring into our learning space!
Tuesday, November 26, 2019
Encouraging Computational Thinking In Kindergarten
Computational thinking is a foundation of computer science, and intricately related to many of the big math ideas and practices found in early childhood curriculum. It involves many concepts and approaches.
There are many different elements of computational thinking including:
- using logic to predict and analyze when engaging in problem-solving
- making judgments when faced with problems in order to evaluate what is happening and consider how to move forward
- creating and following algorithms (or steps of action) in order to move through the problem solving process
- using patterns in his/her work to find and use similarities efficiently
- deconstructing larger problems or actions into smaller, more manageable parts
- filtering out information that isn't directly related to the problem or an efficient way of solving it
The computational thinker:
- tinkers with loose parts and other open-ended materials
- designs innovative projects and follows through on creating them in some capacity
- debugs by finding errors in his/her work and correcting them in order to move a project forward
- perseveres and continues with projects even when they are challenging
- collaborates with others as part of a team for the betterment of a project
Looking to engage children with computational thinking in your classroom? Here are some ideas to get you started.
1. Use a read aloud to introduce the concept to children. Computational thinking can seem abstract, especially out of context. The book 'Think Like a Coder' introduces computational thinking to everyday activities that children experience including cooking, building, and even exploring the outdoors.
2. Look for everyday activities that naturally engage children in inquiry, problem solving, and computational thinking. Building with wooden blocks is a great start! Help children articulate the steps they took to build their structure, and ask them how they problem solved when difficulties arose with their creation (e.g., how they fixed a tower that kept falling over).
3. Provide STEM challenges to children. Ask them to use specific materials to achieve a certain goal, and encourage them to articulate the steps and criteria they used in order to be successful. In this photo a child turns a geoboard into a marble run maze.
4. Introduce the idea of coding using arrow coding cards and positional language. Children can easily explore pathways by creating them using different building materials (e.g., blocks, legos, magnetic tiles) and then exploring direction of movement.
5. Transfer coding into algorithms by helping children create and follow specific sequences of actions. Here children create and follow an 'exercise code' where they must look at each line of code in the script, and follow the movements precisely.
Computational thinking is a versatile, foundational approach to learning that helps engage children in rich mathematical activities. As Hour of Code approaches be sure to check out my twitter and instagram @McLennan1977 for more ideas on how to bring computational thinking and coding to your early years and primary classroom.
Let's connect! Have a great idea to share? Leave it below in the comment section or tweet me and use the hashtags #kindercoding #joyfulmath #HourofCode and #MTBoS!
Thursday, May 10, 2018
Printable Pentominoes
that encourage playful explorations with shape in a variety of ways. One of our favourite tools are
versatile pentominoes.
different pentominoes in one set. You can purchase pentominoes from educational resource stores, or
print paper copies on card stock and laminate for children’s use here:https://bit.ly/2wtFt0d
Pentominoes:
Friday, October 13, 2017
Playful Symmetry


Building with Unifix Cubes
Many classrooms have linking cubes or unifix cubes. Our children have been drawn to using them to create small robots and airplanes. Because of their versatile nature, these cubes can be linked on all sides, and children can easily incorporate symmetrical design into their creations.
Working with Sticky Loose Parts
Loose parts offer endless opportunities for exploration of spatial reasoning and design. A recent trip to the Scrap Box in Ann Arbor, Michigan (a recycling centre for art materials) provided us with many foam pieces that had one sticky side. We drew various lines of symmetry on paper (horizontal, vertical, diagonal) and encouraged the children to place the foam pieces symmetrically on the paper. It was interesting to see their designs being built in 2D across the paper, and in 3D upwards off the paper.
Recycled Game Boards
Recycled wooden game boards are excellent grids to use when encouraging children to consider spatial reasoning and symmetry in their design. The grid design helps children 'picture and place' geometric shapes symmetrically. In this experience we've offered recycled carpet samples to entice children who enjoy tactile experiences into creating interesting mathematical designs.
'Follow the Leader' Game with Foam Pieces
Taking math outdoors is always fun! In this game, a line of symmetry is created with masking tape on the ground. Large foam shapes (easily cut from Dollar Store art foam) are used as game pieces. One child is the leader and the other the follower. The leader places a shape on his/her side and the follower has to create a symmetrical design by placing the same shape in reflection on the opposite side of the line. The result is an intricate symmetrical design.
...and is opened to reveal a symmetrical picture! When the primary colours of paint are used the creation of secondary colours is an added bonus!
Finding Lines of Symmetry
Helping children find symmetry in the world around them is an important discovery to instill the idea that math is everywhere. We offered books about symmetry for the children to explore, along with laminated photos of real objects from nature. The children were encouraged to look at the different pictures and then use dry erase markers and rulers to draw the lines of symmetry they saw.
Pentominoes are complex math manipulatives that fit together in interesting ways. In order to challenge children we added a line of symmetry to a tray and encouraged the children to see if they could create a symmetrical design with the pentominoes, while trying to fill the tray at the same time!
Pattern Blocks on Mirrors
Building on mirrors is an interesting way for children to explore symmetry. Whatever is constructed on the mirror will naturally reflect symmetrically with the mirror as the line of symmetry. Children are often amazed to see their creations reflected, which sometimes results in an interesting discussion of 'doubling' in addition to symmetry.
We like to use plastic plates and dry erase markers to make games more interactive and also encourage letter writing. After children observe the folded letter they can write their guess on the plate...
..and then look to see the letter revealed! The line of symmetry is evident as the fold line on the letter.






























