This worksheet contains four levels of difficulty. Bronze - simple rotation about a point Silver - rotation about a coordinate Gold - describing rotations Platinum - a problem solving question involving a sometimes true, always true or never true statement. This level of differentiation really shows off personalised learning in their books.

An A4 sheet with Red, Amber, Green, Extension and Exam question practise. Tests skills from the beginning to change to units, and working backwards.

This gives students practise of recognising which rule to use for which triangle. Complete with solutions.

A flip chart lesson starting from term to term rules, building up to nth term and then working out if a number is in a sequence. RAG questions with answers included. Scaffolded worksheet on finding the nth term. Starting from simple (2n+1) building up to subtraction (3n-6), and then negative terms (-2n+1).

A differentiated (RAGE) worksheet on drawing pie charts. Questions range from a simple multiply the frequency by two, to interpreting the angle and an excellent comprehension question from a GCSE exam paper.

Differentiated worksheet on factorising quadratics. Red -positive terms only Amber - negative terms Green - Coefficients of x Extension - using the quadratic formula

14 Sine/Cosine graphs and their matching equations. Transformations include, y=-Sin x, y=Cos x - 2 and y = 2Cos x+1 Including an extension task. The word document is in answer form, so it may be worth cutting them prior.

A differentiated A3 sheet on finding the area of a rectangle. The resource includes a literacy section, warm up, bronze, silver, gold and platinum levels of difficulty. Students will feel both supported and suitably challenged with this resource.

This worksheet is broken down into four levels of difficulty: Red, Amber Green Extension It also includes a problem solving section. Answers are also provided.

This topic has been focused on recently in the new GCSE. This worksheet starts with simplifying ratio, onto a visual comparison, then onto writing a ratio as a fraction. Their skills are then tested by converting between fractions and ratios. Questions get challenging and students need to use skills from other areas of mathematics. Please leave feedback so that this resource can be improved.

A card sort (word document) for horizontal and vertical lines. A worksheet on recognising vertical and horizontal lines from their coordinates. A worksheet on drawing vertical and horizontal lines (using colours).

Starter - Comparing pie charts. Activity - Interactive collection of data involving pulse rates. Worksheet - Drawing back to back stem and leaf diagrams and finding the range and median. Extension - comparison using the range and median. Please rate and leave feedback.

12 questions on completing tables and drawing pie charts. Starts with simple multiplication such as 180 to 360. Then uses scaling to complete more difficult tables: i.e. 45 - 90 - 180 - 360 and then drawing the pie chart. Circle is drawn with radius for support.

A card sort on naming the parts of a circle. Students often forget names, use this activity as a starter for area/circumference of circle or even leading into finding the area of a segment.

A structured worksheet on solving quadratics graphically. Includes coordinates for the minimum/maximum and finding the line of symmetry.

It includes the name, picture, faces, edges and vertices, net and a real life example. The resource is in answer format.

Multiple choice quiz on shape and space. Includes area and circumference of a circle, perimeter and area of quadrilaterals, naming 3D shapes and their properties and plans and elevations.

30 questions, testing students knowledge on angles on a straight line, angles around a point, angles in parallel lines and interior/exterior angles. Suitable for a higher ability group.

6 equations for quadratic graphs. Each question involves the following: generating coordinates plotting the graph finding the coordinates of the turning point, finding the coordinates of the y intercept finding the equation of the line of symmetry finding the solution to f(x) = 0 It is scaffolded at the beginning, the final graph is a negative quadratic.

AQA syllabus, using the 2020 - 2021 preliminary material. 6 exam questions, based on previous exam styles. Worked solutions included.