Your Basket 0 items - £0.00

Use the category links to find the mathematics lesson and differentiated worksheet you need.

Including Algebraic Expressions, Algebraic Fractions, Equations, Formulae,, Functions, Graphical Functions, Inequalities, Linear Graphs, Proof, Quadratics, Sequences, and Simultaneous Equations.

Including Averages, Collecting Data, Probability, Representing Data and Scatter Graphs

Including Accuracy, Decimals, Fractions, Indices, Negatives, Number Properties, Percentages, Place Value and Ratio and Proportion

Including 2D Shapes, 3D Shapes, Angles, Circles, Compound Measures, Constructions, Perimeter & Area, Pythagoras, Similarity, Transformations, Trigonometry, Units, Vectors and Volume and Surface Area

Students learn how to expand algebraic expression from a set of brackets. As learning progresses they find the ...

Students learn about multiplying and dividing with algebra using the correct notation. More able students are c...

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

Throughout this mathematics lesson students learn how to derive the nth term for geometric sequences in the form...

Smart Notebooks Presentation

Activ Inspire

FlipChart

FlipChart

Microsoft Power Point Presentation

Lesson

Plan

Plan

Differentiated Worksheet

Interactive Excel

Files

Files

Students are taught how to solve a range of real life multiplication problems using the grid and column method. ...

Using equivalent ratios and the unitary method students learn how to calculate amounts that are in direct propor...

Students learn about finding the highest common factor of numbers and terms. More able student learn how to fin...

Students learn how to use non-calculator methods to solve addition and subtraction problems involving standard f...

Students learn how to use net drawings and apply Pythagoras' Theorem to calculate the total surface area of squ...

Students learn how to convert between metric units of area and volume using diagrams and proportional reasoning....

Students learn how to solve trigonometrical equations with exact solutions using special triangles. As learnin...

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

Students learn how to compare sets of data using box and whisker diagrams to measure the interquartile range and...

Students learn how to create a sample space diagram to find the probability of two or more events. As learning p...

Students learn how to create frequency trees from two-way tables and written descriptions. As learning progress...

Using real life data students learn how to draw and interpret line graphs. As learning progresses students learn...

Factorising Quadratics when A is not one
Expanding Brackets and Collecting Like Terms
Calculating lengths in similar shapes
Forming and Solving Quadratic Equations
Volume of Similar Shapes and Volume Scale Factor

Finding the nth term from a linear sequence
Solving Inequalities and Inequations
Solving linear equations involving fractions
Factorising Expressions
Solving Simultaneous Equations
Nth term from geometric sequences

April 17, 2019

Demonstrating student progression during a mathematics lesson is about understanding the learning objective and breaking that down into explicit success criteria. Using Success Criteria Take, for example, a lesson on calculating the area of compound rectilinear shapes. The intended learning objective was written on the main whiteboard. Success criteria were used to break down the individual […]

March 26, 2019

Plotting and interpreting conversion graphs requires linking together several mathematical techniques. Recent U.K. examiner reports indicate there are several common misconceptions when plotting and interpreting conversion graphs. These include: drawing non-linear scales on the x or y axis, using the incorrect units when converting between imperial and metric measurements, taking inaccurate readings from either axis not […]

March 10, 2019

When calculating the volume of a pyramid we can substitute the values of the length, width and perpendicular height into the formula V = 1/3 lwh. In my experience this is often provided for the students with little explanation as to why a volume of a pyramid is exactly one third the volume of a […]