He demonstrated a strong understanding of algorithms overall and was particularly good with multiplication. His ability to recall his times tables quickly is a great habit and helps him work through calculations efficiently.

He experienced some difficulty with the algebra section when we moved into the more challenging questions. This is understandable as the questions are designed to be more advanced and require additional problem-solving. Continued practice with the algebra components will help him become more comfortable with these types of questions.

She achieved more than half of the questions correctly and demonstrated a good understanding of the main concepts covered in Probability. Overall, she has a solid grasp of the key ideas and is able to apply them to most questions.

The main areas for improvement are interpreting the wording of questions and performing calculations involving Venn diagrams. She sometimes had difficulty identifying exactly what the question was asking and applying the correct calculations. More practice with worded Probability questions and Venn diagram problems will help improve her accuracy and confidence.

She showed good progress throughout the lesson. Although she initially experienced some difficulty with the more challenging questions, by the end of the lesson she appeared to have a much clearer understanding of the steps and methods required to solve the questions.

She experienced some difficulty with surds, although this was not a major focus of the lesson. The main area requiring improvement was making a pronumeral the subject of an equation, where she was initially unsure of the steps involved. Continued practice will help reinforce the process and improve her confidence and accuracy.

She demonstrated a basic understanding of the concepts and was able to follow the methods used. Although she initially found the harder questions challenging, she showed improvement throughout the lesson and appeared to understand the new approach better by the end.

She needs more practice with the harder algebra and quadratic questions, particularly those that require adapting the usual methods or thinking beyond the straightforward steps. This approach is likely still new to her, so continued practice will help build her familiarity, confidence, and ability to solve more challenging questions independently.