A lesson on rounding to the nearest 10, 100 or 1000. The lesson gives pupils a recap of place value and then works through rounding the this degree of accuracy. There are also worded problems in which a basic skill can really be stretched by considering bounds ect. There is reverse problems aswell and problem solving questions to challenge all pupils. This lesson contains plenty of problem solving and reasoning tasks which will prepare all pupils for the 9-1 curriculum. It gives pupils plenty of time to master the skill but then become fluent in using and applying. All tasks are differentiated between 2 and 4 levels to gives all pupils a chance of accessing this lesson. There are solutions to every task to ensure it is easy to self assess. Used with a year 7 class who enjoyed this lesson and encouraged lots of discussion.

A series of lessons on finding fractions of an amount. All tasks are differentiated at least 3 ways and there is an opportunity to problem solve, reasoning tasks and also worded problems. There is the opportunity to problem solve to prepare pupils for the new curriculum. All tasks come with solutions and are non printable so easy use in class. Can be used for KS2, KS3 and low ability KS4. Pupils have been engaged throughout during this lesson.

This lesson allows pupils to practice the skill of finding the area of a parallelogram, aswell as reverse problems and compound shapes in a RAG Task. There are plenty of problem solving questions, reasoning questions to really stretch all pupils and challenge the more able. All tasks are differentiated to at least 3 levels. There are reasoning and problem solving tasks which are suitable for the new curriculum. All tasks have solutions so that it is easy for the pupils to mark their work. This has been used and allowed pupils to master the skill and for the more able to develop their understanding

A series of lessons (1-2) on rounding to this degree of accuracy. There is a chance for the pupils to master the skill in a task which gets increasingly more difficult so that all pupils are challenged. There are then many worded problems, bound problems and reasoning problems to ensure that pupils are thinking and talking about rounding. This lesson contains plenty of problem solving and reasoning tasks which will prepare all pupils for the 9-1 curriculum. It gives pupils plenty of time to master the skill but then become fluent in using and applying. All tasks are differentiated between 2 and 4 levels to gives all pupils a chance of accessing this lesson. There are solutions to every task to ensure it is easy to self assess. Used with a year 7 class who enjoyed this lesson and encouraged lots of discussion.

A series of lessons (2-3) on finding the area of a triangle. The lesson allows pupils to practice the basic skill but al calculate reverse problems and compound shape questions. There are also some reasoning tasks suitable for the new curriculum and algebraic problems to challenge the more able learners. All tasks are differentiated to at least 3 levels. There are reasoning and problem solving tasks which are suitable for the new curriculum. All tasks have solutions so that it is easy for the pupils to mark their work. This has been used and allowed pupils to master the skill and for the more able to develop their understanding

A series of lessons (2-3) on using the multiplier to calculate compound and simple interest. The lesson recaps using the multiplier to calculate percentage increase and decrease. It move onto using this for interest problems aswell are reverse problems. It has best buy style questions where pupils must choose which option is better. All tasks are differentiated to at least 3 levels to challenge all pupils but ensure they are accessible to everyone, All tasks have solutions to make it easy to mark. There are reasoning questions, problem solving questions and killer questions to make this suitable for the 9-1 curriculum. I have used this lesson and pupils were engaged and challenged.

A series of lessons (2 - 3) on finding the equation of a straight line. The lesson begins with finding and interpreting the gradient and y intercept from real life life situations and moving onto finding the equation of a line. It also gives pupils the opportunity to investigate perpendicular and parallel lines. All tasks are differentiated to at least 3 levels and suitable for the new curriculum as pupils are given reasoning tasks. All pupils can consolidate their learning yet be stretched for the more able. All solutions included.

A lesson on using reverse percentages to find the original price ect. The lesson recaps using the multiplier for percentage increase, decrease and also for compound and simple interest. The lesson uses a wide range of scenarios such as money, population ect to ensure pupils can develop the skill. It has multi step problems and problem solving questions to really challenge the more able pupils. All tasks are differentiated, 2-4 levels for each task to make it accessible to all pupils but also to stretch the more able. All tasks have full solutions to it is easy to peer and self assess during the lesson. The lesson includes reasoning and problem solving tasks which ensure that this is suitable for the 9-1 GCSE curriculum. I have used this lesson and pupils were engaged yet challenged.

A series of lessons (2-3) on finding the roots and turning points equations. It recaps the skills required such as solving, factorising and completing the square on a quadratic and then develops these skills to find roots and turning points of an equation. There are plenty of reasoning tasks suitable for the new curriculum and this stretches the more able to understand the properties of graphs. There are also algebraic questions and links it to sketching graphs. All tasks are differentiated to 3 or 4 levels to allow the skill to be practiced and then to stretch and challenge the more able. All tasks have either worked solutions or typed solutions so that the pupils can self mark. This has been used with top set year 11, all pupils engaged and made good progress.

A series of lessons on Multiplying and Dividing fractions with a end of topic task at the end recapping all 4 operations. Perfect for KS2 - KS4 dependent on the ability of the pupils and ensures that the key skills are embedded aswell as problem solving and reasoning tasks. This will prepare the pupils for the new content and different style of questions that are coming up in the new GCSE 9-1. Used with year 7 - 11 in the last few weeks and pupils engaged and stretched

A series of lessons (2-4) on finding the volume and the surface area of cones, spheres and pyramids. The lesson allows pupils to practice the skills as well as developing their skills to work with compound solids. It then stretches the more able pupils to work with algebra. All tasks are differentiated either 3 or 4 levels. All tasks have solutions so pupils can self mark with some of the solutions handwritten so pupils can see a full worked solutions. This has been used with classes of varying ability and all have been able to access the lesson up to their desired ability. There are problem solving tasks, reasoning tasks ect to suit the new 9-1 curriculum. This has been taught to top set year 7 and set 3 year 10 who were fully engaged and liked the challenge of working with new formulae.

A series of lessons (2-3) on finding and solving equations of composite functions. It gives the pupils plenty of opportunity to become familiar with the notation of f(x) ect and using this to substitute numbers into an expression. It then gives pupils the chance to find fg(x) ect and then moves onto solving equations suh as fg(x) = gf(x). There are also problem solving tasks to develop pupils learning. All tasks are differentiated, 2-4 levels for each task to make it accessible to all pupils but also to stretch the more able. All tasks have full solutions to it is easy to peer and self assess during the lesson. The lesson includes reasoning and problem solving tasks which ensure that this is suitable for the 9-1 GCSE curriculum. I have used this lesson and pupils were engaged yet challenged.

This is a series of lessons on finding the area of a rectangle. It starts off very basic by finding them by counting squares. However it moves onto finding the area and then onto compound shapes to allow children to develop their knowledge. It then has a series of functional problems and also problem solving questions to make such a basic topic extremely challenging for all pupils. The are some more vague concepts to really challenge the pupils. All tasks are differentiated, 2-4 levels for each task to make it accessible to all pupils but also to stretch the more able. All tasks have full solutions to it is easy to peer and self assess during the lesson. The lesson includes reasoning and problem solving tasks which ensure that this is suitable for the 9-1 GCSE curriculum. I have used this lesson and pupils were engaged yet challenged.

A series of lessons (2-3) on using the multiplier to calculate percentage increase and decrease. It starts by having a task on finding the single multiplier and then continues with varying tasks on using the multiplier to calculate percentage increase and decrease. It brings in compound interest to challenge the more able pupils. All tasks are differentiated to at least 3 levels to challenge all pupils but ensure they are accessible to everyone, All tasks have solutions to make it easy to mark. There are reasoning questions, problem solving questions and killer questions to make this suitable for the 9-1 curriculum. I have used this lesson and pupils were engaged and challenged.

A series of lessons (1-2) finding the area of a segment. It recaps the basics of finding the area of a sector and then develops it to using 1/2absinC to find the area of a segment. It allows pupils to master the skill and then develops it to more challenging questions and combining it with sine and cosine rule. All tasks are differentiated to 2 or 3 levels to allow the skill to be practiced and then to stretch and challenge the more able. All tasks have either worked solutions or typed solutions so that the pupils can self mark. This has been used with top set year 11, all pupils engaged and made good progress.

This is a series of lessons (2-3) on finding the gradient and equation of a linear graph. The lesson begins with using and applying the gradient and y intercept of a graph. This is applying them to real life functional problems and interpreting what these values represent. The lesson then gives pupils the opportunity to find the equation of a line and then applying this to different contexts as well as worded problems All tasks are differentiated either 3 or 4 levels. All tasks have solutions so pupils can self mark with some of the solutions handwritten so pupils can see a full worked solutions. This has been used with classes of varying ability and all have been able to access the lesson up to their desired ability.

A series of lessons (1-2) on finding the area of a triangle. It allows the pupils to learn the basics but quickly gets into reverse questions and also compound shape questions. There are then problem solving questions linking triangles and rectangles. The lesson then has some more challenging compound shape questions and then an algebraic question to really challenge the more able pupils. All tasks are differentiated, 2-4 levels for each task to make it accessible to all pupils but also to stretch the more able. All tasks have full solutions to it is easy to peer and self assess during the lesson. The lesson includes reasoning and problem solving tasks which ensure that this is suitable for the 9-1 GCSE curriculum. I have used this lesson and pupils were engaged yet challenged.

This is a series of lessons (2-4) on using and applying Sine Rule. The lesson covers varying tasks on using an applying sine rule in various contexts. It allows the pupils to master the basics of Sine Rule and then applying it to multi step problems. It also links Sine Rule to bearing problems and Algebraic problems. All tasks are differentiated either 3 or 4 levels. All tasks have solutions so pupils can self mark with some of the solutions handwritten so pupils can see a full worked solutions. This has been used with classes of varying ability and all have been able to access the lesson up to their desired ability.

A series of lessons (1-2) on finding missing angles in triangles. It gives opportunity to explore the basics but also to combine different angle facts aswell and linking them to algebra. Also, there is a mini investigation to angles in polygons. It is suitable for the new 9-1 curriculum as there are many opportunities to tackle reasoning tasks and develop deeper thinking. Used with KS3 and KS4 and pupils have been engaged as all tasks are differentiated giving them the chance to consolidate but challenge themselves. All tasks are differentiated to at least 3 levels with solutions on each.

A series of lessons (2-3) on using the quadratic formula to solve a quadratic. It introduces the formula and has a RAG task on using this formula to a basic quadratic, ones where some rearrangement is needed and moves onto shape problems. There are also reverse problems in which pupils would need to find the values of a,b and c. All tasks are differentiated to at least 3 levels. There are reasoning and problem solving tasks which are suitable for the new curriculum. All tasks have solutions so that it is easy for the pupils to mark their work. This has been used and allowed pupils to master the skill and for the more able to develop their understanding