The Halton District School Board has achieved some of Ontario’s highest standardized math scores by abandoning traditional rote learning in favor of active, collaborative classroom models. While provincial data from December 2024 shows that 42 per cent of Grade 9 students and 50 per cent of Grade 6 students across English-language schools failed to meet provincial math standards, 74 per cent of Halton’s Grade 9 students and 62 per cent of its Grade 6 students met those targets. This success is attributed to a decade-long shift toward “guide on the side” teaching, where educators facilitate student-led problem solving rather than lecturing from the front of the room.
Why the Halton approach differs from traditional models
Traditional math instruction often relies on the “sage on the stage” model, where students sit in rows and take notes while a teacher lectures. In contrast, the Halton District School Board utilizes a philosophy that emphasizes physical classroom layouts designed for movement and collaboration. According to Nick Frankovich, the board’s superintendent of education, this shift is essential for engaging students who are not receptive to rote learning. Instead of memorizing methods, students work in small groups at whiteboards to discuss concepts like correlation and outliers, a practice that encourages both creativity and peer interaction.
Did You Know? The Halton District School Board’s focus on building a culture of math proficiency is the result of a deliberate, 10-year strategy that prioritizes teacher-led professional development based on regular staff surveys.
The impact of targeted professional development
The board’s success is linked to its investment in professional development that specifically addresses the needs identified by teachers. Rather than imposing top-down training, the board offers instruction that teachers view as their next logical step in professional growth. This includes specialized training for supporting students with individual education plans, who historically struggle more with standardized testing. Daniel Ansari, a professor at the University of Western Ontario’s Faculty of Education, notes that this commitment to frequent, targeted training is vital because teacher confidence is a key factor in student math acquisition.
Expert Insight: The Halton model highlights a potential trade-off in provincial education policy. While many school boards struggle with stagnant or declining test scores, Halton’s results suggest that systemic changes in teaching philosophy and teacher support—rather than just curriculum adjustments—may be the primary drivers of improved student outcomes.
What could happen next for Ontario schools
The Halton District School Board’s performance may serve as a blueprint for the Ontario Ministry of Education. In December, the ministry appointed advisers to review the province’s approach to standardized testing. Observers suggest that these advisers may look to Halton’s collaborative teaching methods and professional development strategies as a potential model for broader implementation. If the province adopts these strategies, other school boards could see a shift toward more interactive classroom environments, though the success of such a transition would likely depend on the level of investment in teacher training and classroom resources.
Frequently Asked Questions
How do Halton’s math scores compare to the provincial average?
According to the latest results from the Education Quality and Accountability Office, 74 per cent of Grade 9 students in Halton met the provincial standard, compared to 58 per cent of students across all English-language schools in the province.
What is the “guide on the side” teaching model?
It is a teaching philosophy where the educator acts as a facilitator for actively participating students, moving around the room to ask questions and provide guidance rather than delivering a lecture from the front of the classroom.
How does the board determine its professional development needs?
The board conducts regular surveys of its teachers to determine what instruction they require, ensuring that the professional development provided is relevant to the specific needs identified by the educators themselves.
How might your own experience with math education have changed if you had been encouraged to solve problems collaboratively on whiteboards from a young age?
