Full lessons related to applying operations: Lesson 1 is on solving real life problems (calculating gas bill payments, how many coaches are needed scenarios etc.) Lesson two focusses on multiplication strategies (e.g. 30 x 63 = 3 x 10 x 63)and multiplicative reasoning (e.g. 18/0.4 = 180/4) Created for Higher GCSE, could be used for Foundation tier or high ability KS3. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Full lesson based on solving numerical and non-numerical linear sequence problems. There is a longer extension task as well. Created for Higher GCSE, could be adapted for Foundation or KS3. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Full lesson covering finding the Nth term, checking if a number is in a sequence and the first term greater than / less than a number. Includes a well differentiated worksheet covering these skills. Created for Higher GCSE, could be adapted to Foundation or high ability KS3 (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Full lesson based on fibonacci (investigative properties of these sequences), followed by patterns and sequences related to diagrams. Created for Higher GCSE, could be adapted to Foundation or high ability KS3. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Full lesson on finding the Nth term of quadratic sequences, including a calculator for finding the Nth term of a quadratic sequence where you have the first 3 terms. Created for Higher GCSE, could be adapted for higher ability KS3 (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Two full lessons, one on calculating averages (including reversed mean problems and problem solving) and a second lesson on justifying the choice of average used, including a worksheet. This resource is appropriate for higher ability KS3, Foundation and Higher tier GCSE.

Full lesson on averages from continuous (grouped) frequency tables. Included is a starter; the lessons contain appropriate questions including challenging reverse mean questions. This resources is appropriate for high ability KS3, Foundation and Higher tier GCSE. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Full lesson on averages from frequency tables (discrete data). Included is a starter; the lessons contain appropriate questions including challenging reverse mean questions. This resources is appropriate for high ability KS3, Foundation and Higher tier GCSE. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

A Ratio relay (with answers) used with high ability year 8, year 9 and year 10; ranges from sharing amounts up to part-information, challenging questions. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Full lesson focussing on the use of a multiplier, finding percentages of amounts and problem solving involving possible use of compound percentage changes. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Two full lessons on index laws (adding, subtracting and multiplying powers) - lesson one is based around practise, lesson 2 is based around problem solving. Also included is a quiz with a range of questions targeted at highlighting misconceptions. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Full lesson (slides are enough for up to two lessons) on comparing and ordering FDP, starting with just fractions, then FD and finally FDP. Included is a challenging 'dominoes' style puzzle to get pupils converting between each number representation. (Download includes Smart Notebook file of the lesson and also the lesson on PDF)

Multiply by 10, 100 and 1000 differentiated lesson and activity

Lessons on converting between fractions and decimals, including converting between recurring decimals and fractions.

Lessons on solving one and two step equations, both using the idea of 'function machines' as well as more traditional presentation of working.

Lessons on deriving the formulae of cuboids and prisms

I created this worksheet as directed practise for finding one equivalent fraction to then add or subtract. Includes answers on 2nd sheet.

Smartboard slides and resources/activities for Ratio (simplifying, dividing by, comparing, 'best buy', 1:n and direct proportion).