GCSE Higher Lesson. Understand a proportional relationship and how it appears. Solve problems involving measures involving compound units (speed, pressure, density). Starter, worked examples, questions, worksheet(different questions, same formats), all answers included.

GCSE Higher Lesson. Understand how to use a formula to find the area of a trapezium. Starter, derivation of formula, worked examples, worksheet (different questions, same formats), all answers included

Lesson reviews squaring a bracket to lead into completing the square. Full explanation of completing the square method with worked examples. Then uses same examples to show how to solve equations. Looks at coeffiecients above 1 on the squared term. Differentiated slides to test understanding. All examples and questions have answers included.

GCSE Higher Lesson. Understand how the area of both parallelograms and triangles relate to areas of rectangles. Understand formulae for area,. Recognise how formula for area of obtuse triangles can be found from parallelograms. Starter, worked examples,questions, worksheet, all answers included

Lessons included: Properties of Quadrilaterals Area of Parallelograms and Triangles Area of a Trapezium Area of a Compound Shape Angles in Triangles and Quadrilaterals Angles in Polygons Exterior Angles of Polygons Regular Polygons Each lesson includes starters, worked examples, questions, worksheet. All answers included.

GCSE Higher Lesson. Understand how to factorise expressions into a single bracket. Starter: Common factors, expanding single brackets. Find Four activity on common factors of algebraic expressions. Multiple choice questions on HCF of algebraic expressions. Worked examples on factorising into a single bracket, differentiated questions and answers. Practical problems. Worksheet following lesson design. All answers included.

GCSE Higher Lesson. Understand how to factorise expressions using two brackets, where a = 1. Starter: Find two numbers, product and sum. Explanation of how to find a,b,c from a quadratic expression.Worked examples on factorising, differentiated questions and answers. Practical problems. Worksheet following lesson design. All answers included.

GCSE Higher Lesson. Understand substitution of a variable into an expression or formula. Differentiated lesson exploring substituting variables which are integers, negatives and fractions. Starter, worked examples, questions, worksheet. All answers included.

GCSE Higher Lesson. Understand how to factorise expressions using two brackets, where a> 1. Starter: Find two numbers, product and sum. Explanation of how to find a,b,c from a quadratic expression. Worked examples on factorising, differentiated questions and answers. Practical problems. Worksheet following lesson design. All answers included.

GCSE Higher Lesson. Understand an expression as a function, and link them to formulae. Starter: Input-Output Loop cards Definitions of a function, domain, range and notation. Explanations of the different skills that we are asked to use with functions. Including Defining a function from a domain and range. Evaluating a function from an input. Solving a function for a specific output. Worked examples, differentiated questions. All answers included. Worksheet following style of lesson. Answers include.

Lessons included: Basic Index Laws Negative and Fractional Indices Prime Factors and Indices Reading and Writing with Standard Form Multiplying and Dividing with Standard Form Adding and Subtracting with Standard Form Factorials All lesson include worksheets

GCSE Higher Lesson. Finding and writing prime factorisations of numbers using indices Starter: finding factors, understanding indices. Review of prime and composite numbers. Worked examples on finding prime factorisations, separate differentiated questions and answers. Harder mixed problems including finding square and cube roots Worksheet following lesson design. All answers included.

GCSE Higher Lesson. Reading and writing large and small numbers using Standard Form: Starter: 10Q multiplying/dividing decimals by powers of 10. Explanation of need for standard form and how it is derived.Review of Powers of 10 and their indices. Worked examples on converting numbers to/from standard form. 10Q MC on skills. Differentiated questions and answers on skills. Problems on ordering numbers. Worksheet following lesson design. All answers included.

Choose 9 numbers from a grid of 16. 3 different games. All answers included.

Choose 9 numbers from a grid of 16. 3 different games. All answers included.

Choose 9 numbers from a grid of 16. 3 different games. All answers included.

Choose 9 numbers from a grid of 16. 3 different games. All answers included.

Choose 9 numbers from a grid of 16. 3 different games. All answers included. (The %s are the multiples of 10 and 15 & 25).

Rearranging linear equations into the form y = mx + c and then finding the gradient or intercept. Powerpoint contains 6 different games. 2 finding gradients, 2 finding intercepts and 2 mixed. All answers provided.

Lesson with 3 distinct bingo games on 1] Finding outputs 2] Finding inputs 3] Mixed. Pupils choose 9 numbers from a grid of 16, all 16 numbers have a question and answer slide. All questions and answers on separate slides. All answers included.