These 7 worksheets are aimed at the new GCSE requirement for students to use and understand Venn diagrams. They approach the topic from different angles using word problems and set notation. The sheets are mainly at foundation level and only include two sets. Students can shade which areas on the diagram represent particular sets or subsets and then progress to sorting data based on two conditions e.g. Do you drink tea, do you drink coffee ? The later sheets also involve probability questions including conditional probabilties e.g. What is the probability that a swimmer also cycles regularly ? There is also a page for sorting numbers as multiples, factors, primes etc. The answers are included. GCSE 9-1 references P6, P9, N4, N2 AVAILABLE CHEAPER at my Skillsheets website.

A set of 13 worksheets providing a variety of questions about finding and using prime factors. The questions try to encourage students to understand how prime factors can be used to explore the properties of numbers. Venn diagrams are used to calculate the lowest common multiple and highest common factor and the sheets help students see why the Venn diagram works. They are suitable for revision, reinforcement and extension work on prime factorisation. There is a lot of emphasis on being able to explain what key maths vocabulary means e.g. words like factor, multiple, prime. Most of the sheets have spaces for the answers to be written on. There is one sheet which contains similar questions with no working out space. Answers are provided. DfE GCSE 2017 reference N4, N5, N6, N7 For more resources like this please visit the SKILLSHEETS Shop

This resource comprises 7 worksheets with answers to give students confidence in dealing with sets. It is suitable for higher level GCSE students and those starting A-level statistics. There are some tough word problems that require resilience and possibly some algebra to solve. Three of the sheets focus more on conditional probabilities - the ‘given that’ type of questions that children often struggle with. The questions are worded in different ways to help learners see how sometimes the probability is being calculated out of members from a subset of the universal set. To provide revision on some basic shape properties there are two sheets about sorting triangles and quadrilaterals according to their properties. GCSE 9-1 reference P6 For more resources like this please visit the Skillsheets shop.

This collection of five worksheets ( complete with answers and working out ) covers the basics of multiplying out triple brackets then moves on to using the results in different situations. Students are eased into the topic with a little revision of the multiplying out that they will already have mastered then there is plenty of practise with progressively harder examples of multiplying out triple brackets including those with repeated factors. The extension sheets include proofs and finding the difference between two expressions ( a challenge in itself to remember to do x³ +3 x² + 3x + 1 )- ( x³ - 3x² + x - 1 ) carefully ! ). Geometric problems involving cube diagrams to illustrate the expansion of ( a + b )³ will provide useful extension work for the brightest GCSE students. Evaluate 1.1³ to show how powers of numbers can be found using expansions. The sheets could be used independently by your brightest y9s and above as they include instructions. For more resources like this please visit the SKILLSHEETS Shop

These 9 worksheets provide an introduction to measuring and drawing three figure bearings beginning by looking at the 8 points of the compass. The practical uses of bearings in the real world are emphasised by requiring students to work through word problems with varying levels of support. There is a lot of opportunity for practising measuring and drawing angles up to 360°. Revise angle vocabulary and apply basic angle facts. As an additional feature sone of the examples also require diagrams to be measured so the map scale can be used to find the actual real life distance. GCSE 2017 references G15, G14, G1, R2 For more resources visit my Skillsheets website.

These 5 worksheets help to explain the effects of enlargement on the area and volume of a shape by looking at the length, area and volume ratios. This is an important topic that is often found difficult by many students. There are three basic worksheets introducing the idea then two pages of harder word problems for extension work. The first worksheet lets students calculate the surface area and volume of simple 1cm and 2cm cubes so they can create the ratios themselves and see how the area and volume ratios derive from the length ratio. Sheets 2 and 3 require students to use the relationships between the ratios to calculate missing areas and volumes. The two word problem sheets are similar to GCSE 9-1 exam questions. For more resources like this please visit the SKILLSHEETS Shop

This resource comprises 6 worksheets with answers to give students confidence in dealing with set notation for 3 intersecting sets. Use set notation and words to describe complements, intersections and unions. Probabilities. GCSE 9-1 reference P6 For more resources like this please visit the SKILLSHEETS Shop

A colourful powerpoint and three worksheets to introduce or revise how to calculate the volume of a cuboid or cube using the formula. It begins with examples showing how centimetre cubes fit into larger boxes to explain where the formula comes from. There are practical examples plus extension activities for working out missing dimensions of sides and cubing numbers to find the volume of cubes. Enlarging shapes and converting cubic units are also mentioned. The three worksheets cover three different levels of difficulty and have problems similar to those in the powerpoint. GCSE 9-1 references G16, G14, G12, N2, N6 For more resources like this please visit my shop at https://www.tes.com/teaching-resources/shop/Skillsheets

8 worksheets for revision or reinforcement of basic work on exponential functions for A-level students taking A level exams. Focuses mainly on sketching graphs and transforming them. Designed to improve use of function notation and understanding of domain and range. There are four sheets covering two combined transformations in a structured way including finding the inverse function and plotting its graph. The function e^x and its graph. The function ln x and its graph; ln x as the inverse function of e^x. Differentiation of e^x For more resources like this please visit the SKILLSHEETS Shop

This colourful powerpoint uses animations and photographs to introduce or revise the vocabulary needed for working with circles e.g. radius, diameter, circumference, centre, circular, semicircle. There is also an accompanying worksheet. Slides require students to draw circles with given dimensions and perform calculations based on circles fitting inside other shapes and vice versa. The images and animations can also be used to revise area calculations, metric unit conversions, symmetry ( using photographs of car badges for instance ) and locus work. The hardest problem requires a knowledge of Pythagoras to solve it. The slides have notes and suggestions accompanying them. See my other resource ‘Circles - vocabulary’ which follows on from this one to introduce chords, sectors, segments, arcs and tangents. DfE references for GCSE 9-1 G9, G1 For more resources like this please visit the SKILLSHEETS Shop

This collection of 10 worksheets will help students to visualise fractions better by shading diagrams to represent particular fractions. There is progression from the simple pages where the boxes can be shaded by just counting 3 out of 4 boxes for example to those where the student has to see how to split a 4x5 grid into tenths in order to shade 7/10. There are worksheets that require fractions to be identified then cancelled or for a diagram to be interpreted in two different ways e.g. 10/15 = 2/3. One page considers the shaded AND unshaded parts of a grid that must always make up the whole. The last page illustrates how fractions can be compared in size by converting them to have a common denominator. DfE reference for GCSE 9-1 R3, N1 Please review this resource. For more resources like this please visit the SKILLSHEETS Shop

Powerpoint with accompanying worksheet to teach students how to make any number 100 times larger or smaller by moving the decimal point. There is a variety of questions to use the skills in both real life practical situations and abstract calculations. The word problems include currency conversions, measurements and money. This resource is a follow on to ‘Multiplying and Dividing Decimals by 10’. The word problem slides could be extracted and used as revision during subsequent lessons. DfE reference for GCSE 9-1 N2 Please review this resource. For more resources like this please visit the SKILLSHEETS Shop

These ten worksheets guide students through the origin of the x² + y² = r² equation of a circle and use a variety of problems to reinforce their understanding of the equation and its uses. Tangents are also introduced as are the methods for finding points of intersection between lines and circles. There are plenty of reminders for solving simple quadratic equations like x² = 16 and also simultaneous equations where one equation is not linear. Written for the GCSE 9-1 specs but the material is also useful for A-level C2 students. Some of the sheets are similar so one can be done in class and the other used for reinforcement. There are problem sheets to extend the most students. As ever, the aim with SKILLSHEETS is to encourage learners to think about what they are doing and use diagrams to help them understand the topic. DfE reference for GCSE 9-1 A16, A9, A18, A19, A8, A10, N8, G9, G6, G17 Please review this resource. For more resources like this please visit the Skillsheets shop.

These 8 worksheets were created to provide useful basic exercises on differentiating and integrating x^n for the first year of A level differentiation. Work through the basic results for x to the power n for positive and negative integers and fractions then apply them to functions that need to be simplified or rewritten before they can be differentiated or integrated. These sheets are useful for revision or reinforcement. The answers are provided. For more resources like this please visit the SKILLSHEETS Shop

This powerpoint provides basic practice on the angle fact that the ‘angles on a straight line add up to 180°’. It has slides that just cover straightforward calculations that can be used for mental arithmetic practice and others that require a problem solving approach. Equations can also be written and solved to find the answers. Some slides use three letter notation to identify angles. GCSE 9-1 refs G3, G1, G6, A21, A17 For more resources like this please visit my shop at https://www.tes.com/teaching-resources/shop/Skillsheets

This is a collection of six colourful posters that show the basic methods for adding, subtracting, multiplying and dividing fractions. There is also a poster illustrating the connection between top heavy fractions and mixed numbers and one showing how to decide which of two fractions is larger. The illustrations make them suitable for all age groups. Adding Fractions Subtracting Fractions Multiplying Fractions Dividing Fractions Mixed Numbers - Top Heavy Fractions Which is Bigger ? Print these out and use them as posters or laminate and use as revision cards. Can also be used on a whiteboard. For more resources like this please visit the SKILLSHEETS Shop

This is a collection of six colourful posters that show fraction walls. 1. Wholes, halves and quarters 2. Wholes, halves, quarters and eighths 3. Wholes, halves, quarters, eighths and sixteenths 4. Whole, halves, thirds and quarters 5. Whole, halves, thirds, quarters and fifths 6. Whole, halves, fifths and tenths Print these out and use them as posters or laminate and use as revision cards. Can also be used on a whiteboard. For more resources like this please visit the SKILLSHEETS Shop

8 worksheets designed to improve understanding of this tricky topic for GCSE and A-level students. The graphs are quadratic graphs and approximate solutions are to be found by reading off values or finding points of intersection with appropriate straight lines. For the last pair of worksheets students have to determine which straight line to draw. The worksheets are effectively four pairs of sheets with each pair covering a particular idea. Some of the questions ask students to verify the answers by solving the equations using factorisation or the quadratic equation formula. The answers are all provided. GCSE 9-1 DfE reference A18, A19 find approximate solutions using a graph. Solve quadratic equations For more resources like this please visit my shop at https://www.tes.com/teaching-resources/shop/Skillsheets

This power point can be used very flexibly to teach, practise or revise various algebraic processes whilst also reminding students about the basic properties of shapes. The slides show a wide variety of shapes. For each shape students can create an expression or formula for its perimeter ( and also for the area for many of the shapes ). In doing this they can practise collecting like terms, using brackets in expressions ( and multiplying them out ). The formulas created can then be used to substitute numbers in or for rearranging work. There are two worksheets ( with answers ) to go with the powerpoint which concentrate on creating expressions for perimeters. GCSE 9-1 refsA1, A2, A3, A4, A5, A6, G4, G16, G17 For more resources like this please visit my shop at https://www.tes.com/teaching-resources/shop/Skillsheets

This resource comprises a powerpoint and accompanying worksheet showing how to convert top heavy ( improper ) fractions into mixed numbers. Diagrams and photographs of simple practical situations are used to show first how e.g. eight halves is the same as four whole units then nine halves is four wholes and a half. Useful for all age groups that need a reminder or an introduction to this topic. GCSE 9-1 refs N2 For more resources like this please visit my shop at https://www.tes.com/teaching-resources/shop/Skillsheets