This lesson shows younger children how to subtract numbers when using the column method. Each example is worked through and students can see clearly each step. There are plenty of examples so that children can grasp the techniques involved. The latter examples involve an element of literacy to the question.

These 5 lessons introduce students to Ratio and proportion. Lesson 1: Simplifying a ratio and expressing a ratio as a fraction Lesson 2: Expressing as a ratio and simplifying Lesson 3: Dividing into a ratio using the totals in ratio Lesson 4: Dividing into a ratio using one of the given parts Lesson 5: Dividing into a ratio when using the difference between two ratios or the sum of some parts. Each lesson consists of a PowerPoint, printed examples (if preferred ) and a workbook (which I usually print as an A5 booklet). Solutions are given for the workbooks.

Suitable for both KS2 and KS3 students. Due to COVID the way we teach has altered somewhat. These days I find it easier to have my examples preprinted with students filling in the gaps between examples in class with the aid of the teacher at the front. A workbook is then provided which allows the student to answer directly in the book. Note: I tend to print the examples as A4 and the workbook as an A5 booklet. Lesson 1: Examples and workbook on Decimal place value. Lesson 2: Examples and workbook on Addition of decimals Lesson 3: Examples and workbook on Subtraction of decimals Lesson 4: Examples and workbook on Multiplication of decimals The examples are also available to buy as a PowerPoint lesson on the shop.

Due to the COVID 19 pandemic and recent lock downs, I have designed a series of graded worksheets which can be used to identify gaps in students work throughout the grades. This first batch looks at the material which should cover most topics in the Foundation Tier, graded from 1 to 5. There are approximately 3 to 4 sheets for each grade (with answers). The idea is that a student is given a grade 1 sheet to complete. Once marked and reviewed, the class teacher can then identify class issues, individual student issues and revise accordingly. The a second grade 1 sheet can be given to see if there is improvement. This can be completed for a third and sometimes a forth time. The same approach is then given to grades 2, 3, 4 and 5. This can also be used to seek what worked in lock down with on line learning and what did not.

A power point presentation covering examples of two event represented in a sample space diagram. Including how to use the diagrams to find the probabilities of two events occurring.

These GCSE Mathematics revision booklets are aimed at KS4 students who are independently revising for their GCSE. The front cover of each booklet can be scanned with a phone which will then upload a video to be watched. The student is then in a better position to attempt the material inside each booklet. Topics included are 3d Trig & pythagoras Algebraic Fractions Angles in a polygon Arc Length & Area of a sector Area under a curve Best Buys Calculating the mean Change of subject Circle theorems Completing the square Composite & Inverse functions Compound measures Cubics Cumultative frequency Density Mass Volume Direct & Inverse proportion Drawing graphs Equation of a line Error bounds Expanding & Factorising quadratics Forming equations Fractions HCF, LCM & Prime factors Histograms Inequalities Iterative formula Indices Perpendicular lines & Tangents Probability tree Quadratic sequences, formula & inequalities Ratio Recurring decimals Reverse percentages Trigonometry Simultaneous equations linear & quadratic Standard form Surds Transformations Volume

Due to COVID the way we teach has altered somewhat. These days I find it easier to have my examples preprinted with students filling in the gaps between examples in class with the aid of the teacher at the front. A workbook is then provided which allows the student to answer directly in the book. Furthermore at home students can access a video example or two with the QR code on the front of the workbook (just in case they are struggling at home) Answers are provided and also answers to the examples

This Powerpoint is used to introduce students to the expression f(x). Worked examples demonstrate how f(x) can be used algebraically. Solving equations or substituting x for other quantities.

A PowerPoint which demonstrates to students how decimals are added together.

This is a short lesson which demonstrates to students how we can convert Decimals into fractions and fractions into decimals.

This PowerPoint demonstrates through a series of worked examples how to subtract decimals.

This Powerpoint consists of a variety of worked examples which demonstrate how we can calculate the mean by using the "fx" column. The lesson starts with students asked to calculate the mean of a large set of data. Next by placing the data into a tally chart it is easy to show how much quicker it is to calculate the mean when presented in this format rather than a list of numbers.

Lesson and worksheet. The lesson consists of worked examples on how we find the inverse of a function. This lesson continues from the lesson on composite functions. The worksheet allows students to work through a number of questions to show their understanding of inverse functions. Answers are included.

This Lesson in a PowerPoint which introduces students to the topic of decimal places through a series of worked examples.

This Powerpoint consists of a variety of worked examples which demonstrate how we can calculate an estimate for the mean by using the "fx" column. This lesson is usually taught after the lesson which introduces students to the "fx" column.

These two PowerPoint presentations teach students how we find the area of a triangle and a trapezium. Now that students must learn the formula for the area of a trapezium I have shown how the formula is created through the knowledge of the area of a triangle. Through worked examples students learn how to apply these formulae.

This work book consists of worksheets which are used with the lessons on Area of a rectangle Perimeter of a rectangle Area of a triangle Area of a circle Circumference Area of a Sector Arc Length