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Students practise problem solving with shape using reflective 24 hour times, properties of 2D shapes and investi...

Students use the circumference and area of a circle to solve a variety of problems with circular shapes. Throug...

Students learn about the properties of triangles. They explore the various unique triangles that can be made on...

Students learn how to use Pythagoras' Theorem to calculate unknown lengths in a range of problems involving rig...

Students learn how to calculate unknown lengths in cuboids and other solids by applying Pythagoras' Theorem in ...

Students learn about reflecting shapes on a grid using horizontal, vertical and diagonal mirror lines. As learn...

Students learn how to describe reflective symmetry in 2D shapes using mirror lines. Learning progresses from fi...

Using their knowledge of triangles students learn how to construct scale drawings of bearings. As learning prog...

Students learn how to find the surface area of cubes and cuboids using nets and 3D drawings. As learning progre...

Students use net drawings and 3D representations to calculate the surface area of prisms made from parallelogram...

Students learn about tessellation with shapes. More able students consider the angles of each shape. Less able...

Students learn how to calculate the total surface area of cylinders using net drawings. As learning progresses ...

Students learn about translating shapes using vectors. As learning progresses they move from performing translat...

Students learn how to solve problems with vectors when ratio notation is used to define a magnitude.As learn...

Building on angles on a straight line students learn how to recognise vertically opposite angles and find angles...

Students learn how to calculate the volume of a cylinder both in terms of pi and as a decimal to three significa...

October 26, 2018

In my experience, students, in general, find the concept of a mean straightforward to calculate and understand. However, the mean alone does not provide a complete picture of a set of data. To achieve this, a measure of spread is also required. The range is the simplest measure that can be used for this. Not […]October 1, 2018

Solving problems with angles in parallel lines is like solving a murder mystery. One clue leads on to the next and the next until the murderer is found. However, it doesn’t end there. The detectives need to explain their reasoning in court using the relevant laws and procedures should the murderer plead not guilty. If […]September 10, 2018

An equation is when one expression, or term, is equal to another. To solve an equation means to find the value of the variable (represented by a letter) that makes the two expressions equal. There are two types of equations for secondary school mathematics, linear and none-linear. In this blog I write about how I […]