Today I observed Mary’s Year 9 Mathematics lesson, where she effectively introduced new content and guided the student through structured practice tasks. What stood out most during the lesson was her ability to explain concepts clearly while simultaneously working alongside the student, creating an environment of active engagement rather than passive listening. She consistently encouraged communication and made it clear that questions were welcome at any stage of the learning process, which helped create a supportive and responsive learning space.

Mary ensured that the lesson felt interactive and collaborative. Rather than simply demonstrating a method and then assigning independent work, she first worked through examples with the student step-by-step, modelling the thinking process in real time. This scaffolded approach allowed the student to develop a clear understanding of the method before attempting similar questions independently. Once the student demonstrated initial confidence, Mary gradually reduced support and allowed her to apply the same strategy on her own, stepping in only when necessary to provide clarification or reassurance.

Another strength of Mary’s teaching practice is her use of varied and extended resources. She deliberately selects examples and exercises that are not from the student’s textbook, often drawing from alternative materials. This ensures that the student is not simply repeating classroom questions for homework but is instead being exposed to a wider range of problem types. As a result, the student is encouraged to apply her understanding in new contexts, strengthening her problem-solving skills while allowing school homework to be further practice and repetition.

Overall, Mary’s lesson was highly structured yet flexible, balancing direct instruction with guided independence. Her consistent use of questioning, modelling, and varied resources created a learning environment that was both supportive and intellectually engaging. Mary’s lesson demonstrated a strong emphasis on building confidence, encouraging independence and deepening mathematical understanding through purposeful practice.

Vicki Synesios