A differentiated worksheet (Red, Amber and Green) where students must give expressions for the area and perimeter of rectangles. Students will need to be able to collect terms, multiply with algebra, expand single brackets and expand double brackets. Answers are given.

A popular resource containing four sample space diagram questions over two pages. Students have to complete a sample space diagram then answer probability questions based on the outcomes. Ideal for KS3 and KS4 exam revision.

Fractions greater than one can be given as mixed numbers or improper fractions (where the numerator is larger than the denominator). With just numbers, some students find it difficult to see the relationship between the two. This popular worksheet uses pictures to help students write fractions as mixed numbers and improper fractions and allows them to formulate their own rules for how to convert from one to the other. Suitable for KS2 and KS3. Helpful for Maths GCSE Foundation revision for low ability Year 11 groups.

Isometric paper (or dot paper) can be used to help with drawing 3D shapes. This popular resource is a single document containing every capital letter drawn on isometric paper which students can use to help write their name or initials. This is a great activity to introduce 3D drawing and plans and elevations. It also makes for an excellent end-of-term activity.

Venn Diagrams are a more recent addition to GCSE Maths and the new 9-1 syllabus. This popular resource is an excellent introduction to sorting numbers into Venn diagrams (with categories such as ‘Factors of 12’, ‘Prime Numbers’, ‘Multiples of 3’ etc) and then leads onto calculating probabilities based on the Venn Diagrams i.e. ‘What is the probability that the number chosen is more than 5 but not a multiple of 3?’ The resource contains… A worksheet sorting numbers into Venn Diagrams An extension task where students have to write their own categories Two worksheets where students have to complete a Venn Diagram and calculate probabilities An extension where students have to write their own probability questions This resource is ideal for recapping factors, multiples, primes and square numbers and a great way to introduce Venn diagrams to prepare students for problems on set theory.

A neat Powerpoint demonstrating equivalent fractions with worksheets to go with it. Students have to find equivalent fractions and determine missing numbers within fractions. Ideal for an introduction for KS2 or low ability KS3 learners.

When just given numbers, adding fractions can be difficult for some students to comprehend. ‘Adding Fractions by Colouring’ is a resource where students shade in two fractions, add the segments together and then write down what fraction is shaded in the resultant fraction. It is ideal for KS2 and low ability KS3 students. This resource contains two worksheets… Worksheet 1 - Adding fractions with the same denominator Worksheet 2 - Adding fractions with different denominators (students take 1/2 to mean colour in 1 out of every 2 parts) This is an excellent resource for visual learners and for students to gain an understanding for why we add the numerators but keep the denominators the same.

One worksheet on finding the gradient and equations of lines when given two points. Another on giving the equations for lines when given a perpendicular line and a point. Both with answers.

Short activity giving the inequality from it's number line representation

2 worksheets containing a selection of worded questions on speed, distance and time.

Worksheet on finding percentage increase and decrease.

Worksheets on calculating the percentage increase or decrease when given the original and new value.

Worded questions on compound interest and depreciation.

A simple worksheet on calculating the gradient of straight lines

Worded questions on reverse percentages where students have to find the original value when given the new value and the percentage increase or decrease.

A selection of short tasks and worksheets on multiplying and dividing by positive and negative powers of 10.

Trigonometry questions divided into two sections - finding missing sides and finding missing angles.

Students must look at the empty scatter graphs and decide whether they would show positive, negative or no correlation. Examples 'Height against Shoe Size&', &';Height against IQ', &'Football games won against Football games lost&';. As an extension students can make up graphs for each category.

Students have to match 2D shapes with their correct number of lines of symmetry and order of rotation. Can be used to consolidate both topics.

Pair up probability questions with their answers. Example 'What is the probability of getting &'heads&'; on a coin?' - 1/2