Covers identifying products and sums, factorising when coefficient of x^2 is 1, when it is more than 1 and difference of 2 squares. Full examples and solutions given to all questions. Useful for KS3 &KS4 credit to both DannytheRef and Pixi Maths whose presentations I have merged to make this. please leave feedback

Aimed at stronger pupils on GCSE/IGCSE and pupils starting year 12. Probably enough content for 2 lessons. covers arithmetic means, nth terms, recursive and explicit terms Also delves into sum of an arithmetic series (without referring to sigma, I intend to bring that in after geometric series have been done) all answers are provided hope you enjoy , please leave feedback for more of my resources check out the shop https://www.tes.com/teaching-resources/shop/commuter (have amended an error on this and added an extra discussion point)

Pythagoras theorem lesson with multiple activities. lesson consists of how the theorem is known, how to find the hypotenuse and how to find the shorter sides. Each section broken down with examples and follow up work. Challenge questions include linking the area of the triangles. Activities include 2 worksheets with answers built into the powerpoint. Wordsearch of the key words and a mixed question type treasure hunt that would cater to paired work well. Hope you enjoy this as much as I did making it. Please leave feedback. If you like it check out https://www.tes.com/teaching-resources/shop/commuter for more have now added some further challenging questions

16 question relay task aimed at KS3 pupils based around Christmas. Covers a variety of topics, good as a revision fun lesson for the end of term whilst still having maths in it. easy to adapt answers included hope you enjoy, please leave feedback

Treasure hunt Lowest common multiple LCM given a pair of numbers find the Lowest common multiple

Aimed at KS4 suitable for KS5 IB SL questions powerpoint on solving simultaneous equations which have a quadratic as one of the equations. fully worked examples, questions with answers included. Discussion points built into presentation hope you enjoy please leave feedback

Covering solving simultaneous linear equations using elimination and substitution methods. Also activities covering quadratic simultaneous equations. All the resources you will need to cover this topic. Aimed at KS3 and 4 (the quadratics would also work for IB SL students). Each presentation includes fully worked examples and questions with all answers provided. Opportunities for discussions and paired/group work. Extra activities include 2 jigsaws, 4 loop activities (also ideal as treasure hunt style activities) and a quiz built around identifying the solutions from a multiple choice. Please leave feedback hope you find my work useful.

a series of increasing complexity Pythagoras questions including some with links to area and perimeter non calculator activity answers can be in surd form solutions provided

treasure hunt style activity when given the functions calculate the composite functions asked for

Great for and end of term or return to school activity In teams of 2 or 3 a fun relay with challenging questions allowing the pupils to still be pushed and review several topics at the same time. Takes 50 minutes on average to complete so a full lesson can be had from this questions all relate to the tour de france and cover probability, speed/distance/time, ratio averages answers included, pupils always enjoy the element of competition (easy to adapt, I allow 2 marks per question. I get the pupils to pick 2 numbers before the start, have one worth 10 marks and only 1 attempt, the other loses all previous correct marks if they get it wrong on their only attempt at it) hope you enjoy it please leave feedback

Whole topic covered on similar shapes Starts with lengths and scale factors moves on to links between scale factors for length area and perimeter. The ppt can be used as either a single lesson or as two lessons as more than enough work in there for it. Several discussion tasks built into the powerpoint Worked examples, definitions worksheets (with full answers) and 2 treasure hunts which can run parallel to avoid having people follow each other as easily. Hope you enjoy please leave feedback if you like the lesson have a look at https://www.tes.com/teaching-resources/shop/commuter for more

first lesson on averages from a frequency table includes example questions, discussion activities, questions with solutions and extension opportunities, links in to probability at the end hope you enjoy please leave feedback for more of my lessons and challenges check out https://www.tes.com/teaching-resources/shop/commuter

When given the function derive the inverse function aimed to provide more challenging questions matching activity answers given

treasure hunt style activity for quadratic sequences pupils given the sequence have to find the expression second of 2 treasure hunts on quadratic sequences would go together well to have pupils on different loops please leave feedback on how to improve

3 treasure hunts all made for teaching compound interest first is finding the multiplier based on the question second is finding the answer after depreciation or appreciation third is find the term when given the rate and the final conditions. hope you enjoy please leave feedback

10 tasks all connected with y=mx+c 5 treasure trails and 5 matching activity (the matching activities are all on 1 document and are easily adaptable to straight forward worksheet) 1) Gradient and Intercept when given the equation (some rearranging needed) 2) Equations of parallel and perpendicular lines 3) Coordinates of midpoints and endpoints 4) Length of line between two coordinates 5) Equation of a line from a pair of coordinates easily to mark answers given let me know if you want any more on this or any other topic. Please leave feedback thank you

First presentation on simultaneous equations covering the elimination method. Includes fully worked examples, thinking activities, paired tasks, discussion activity and practicing the tasks All answers are included. would work well with the simultaneous equations substitution hope you find it useful please leave feedback

Second in a series of lessons on exponentials, particularly growth and decay. Devised to work with IB SL. worked through examples, reflection, group work and individual work built in as well discussion points. Hope you enjoy please leave feedback thank you