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Fluent Understanding of Skills and Concepts
Interpret and Communicate Information
Acquire Techniques to Solve Problems
Reasoning and Drawing Conclusions
The interactive schemes of work structure topics and learning objectives so they naturally build and extend on each other. Students appreciate the relevance of their previous learning and predict what is to come in future lesson. Using Mr Mathematics schemes of work students have a conceptual and connected understanding of mathematics.
Every lesson is designed to empower the teacher to teach outstanding mathematics lessons their own way. Equipping teachers with the best resources and assistance to interact with their students underpins every lesson.
Through a skill based, problem solving approach to every lesson students gain a conceptual and intuitive understanding of GCSE Mathematics.
Whether it’s with their teacher, as part of a team or even on their own every lesson provides an opportunity for students to consolidate and apply their learning.
Inspiring students to enjoy maths and feel the success that comes with attempting a difficult challenge is why I teach. The feeling of success is addictive. The more students experience it the more they want it and the further out of their comfort zone they are willing to go to get more of it. Teaching […]
To find the equation of straight line graphs students need to calculate the gradient using two pairs of coordinates and the intercept which is the y value of where it crosses the vertical axis. Examiner’s reports of past exam questions show students are more able to find the intercept of a straight line than they […]
Students learn how to generate and describe arithmetic and geometric sequences on a position-to-term basis. Learning progresses from plotting and reading coordinates in the first quadrant to describing geometric sequences using the nth term. This unit takes place in Term 4 of Year 10 and is followed by the equations of straight line graphs. Arithmetic […]