Lines of Symmetry and Rotational Symmetry Multi choice starter covering prior knowledge Discussion points Examples Worksheets

Lesson on finding the perimeter and area of compound (composite) shapes made from rectangles

Part 1: Converting between metric units of length, mass (weight) and capacity. (2022 update) 1. PowerPoint demonstrating converting units 2. Worksheet including a crossnumber (Number crossword) and problem solving and reasoning questions. 3. Answers included on the PowerPoint. Update: Crossword has been fixed. Part 2: Imperial Units Contains examples, conversions and problem solving on the following: Converting between imperial units Converting between imperial and metric units.

KS4 Maths: Area of a Triangle using Sine

Four Lessons: Enlarging positive integer scale factor Enlarging positive integer scale factor and centre of enlargement Enlarging by fractional scale factors Enlarging by negative scale factors Lessons include: Small steps My turn/Your Turn Prerequisite knowledge and skills Reasoning questions Non-examples Mastery Approach

Four lessons on sequences fits in with the White Rose SOW Corrections made

Small Steps Worksheet Free Problem Solving 2 lessons on surface area of spheres and cones

I have taken this from NRICH and added success criteria.Good to do this at the end of a Stats unit.

Some resources inspired by the GA topic London 2012

More resources for earthquakes

This is a powerpoint and associated materials about the impacts of tourism in Kenya with a structure exam question and some exam technique.

Detailed Scheme of work. Includes the following suggestions: WALTs WILFs Activities NRICH tasks Group Work activities

This is a revision/ homework booklet covering the topic Changing Urban Environments.

1. Equivalent fractions 2. Comparing fractions 3. Simplifying fractions 4. Diagrams to help pupils fully understand equivalent fractions and simplifying fractions. ***Worksheet Free***

1. PowerPoint demonstrating fractions of amounts (Includes visual examples) 2. Worksheet containing two activities and an NRICH task (Includes visual questions for differentiation) PowerPoint and worksheet designed to allow all pupils make progress and fully understand how to find fractions of amounts. This is done by illustrating the problems on the PPT and having a worksheet that is well differentiated. Answers included.

1. A PowerPoint with examples, questions and answers on converting between FDP. 2. A Tarsia puzzle for pupils to complete as a summary. 3. A homework worksheet.

Sketching quadratic graphs using completing the square and the quadratic formula. Solving quadratic equations using graphs. Solve quadratic and linear simultaneous equations using graphs. All worksheet free with examples, questions and answers.

This markbook uses levels at KS3 (For example 6b) Also can input effort grades from 1-5 (1 being the best) I have made one for maths and another for other subjects. The markbook can do the following: Take an average level of the whole class for each piece of work. Take SEN, PP and able averages. Work out an overall level for each pupil. Checks marks against their target level (Highlights green if above, yellow if in line and red if below). Prints out pupils reports (useful for parents evenings) If your school uses different means to measure progress please contact me through TES and I will try and make a markbook suited to you.

1. A PowerPoint demonstrating the properties of quadrilaterals and how to work interior and external angles of them. 2. A well differentiated worksheet designed to maximise progress. 3. The PowerPoint contains detailed solutions to the worksheet.

1. A PowerPoint designed to prompt pupils to fully understand 3D shapes. 2. A worksheet allowing pupils to investigate Euler's Formula. Questions within the worksheet are well differentiated to allow pupils to maximise their progress. Pupils will also investigate Platonic shapes. 3. Pupils will gain a full understanding of Prisms and Pyramids. 4. Pupils will gain knowledge on Polyhedrons and Non-Polyhedrons. Pupils will be able to explain why a Cylinder is not a Prism. 5. All misconceptions are addressed in this lesson.