Full lesson solving equations of type ax+b=cx+d Fully animated powerpoint Write-on student friendly resource. Worked examples 40 questions Two levels of student scaffolding Answers provided

Foundation GCSE solving equations of type a(bx+c)=d Fully adaptive resource with two stages of scaffolding. Answers provided. Student comment box. Powerpoint with accompanying examples

3 complete lessons on Pythagoras. Fully differentiated resources for students to write on. Comment section and full worked examples. Answers provided.

Complete lesson on the calculation (via the class-wiz calculator) and the interpretation of the Pearson Correlation Coefficient. Lesson also contains ideas on extrapolation and linear modeling. Full slide-show to demonstrate and fully differentiated resource for students to complete (including answers)

Two full lessons on the theory of binomial expansions and its applications. Both lessons come with fully animated slide-shows, fully differentiated resources for students to complete and a full set of worked solutions.

Two complete lessons on this new addition to the A-level Year 2 statistics. The second lesson gives students a chance to practise the skills they meet in the first. Both lessons come complete will full animated slideshows, differentiated worksheets for students to complete and a full set of answers

A complete lesson on this frequently examined topic. Full animated demonstration as to why we use this approach. Fully differentiated resource which students can write on. Full model solutions included

A complete series of lessons which deal with calculating the probabilities of events modelled under the normal distribution. This includes reverse probabilities and finding the parameters when given information about area. Full demonstrations on powerpoint and fully differentiated resources for students to complete, along with solutions

More theoretical approach to conditional probability. Use of the formulae and axioms. Full animated demo. Fully differentiated resource for students to complete. Full solutions.

The first lesson in Year 13 introduces the concept of conditional probability through use of two-way tables, tree and Venn diagrams. Full demonstration and differentiated resource for students to write on. Answers given.

This concludes the partial fractions theory and looks at improper partial fractions. Full demo, fully differentiated sheet for students to complete and answers provided.

This extends the partial fraction theory into repeated linear terms. Full powerpoint demo and fully differentiated resource for students to write on. Answers included.

Complete first lesson on partial fraction decomposition. Fully differentiated resource which students can complete. Full solutions given. Full demo included.

Full lesson on how we manipulate fractions involving multiplication and division. Full lesson demo and fully differentiated resource which students can complete. Full solutions given.

Updated with new questions, full solutions and differentiated work. Full boardwork included.

Complete lesson on creating and use of a sample space diagram for probability. Fully animated powerpoint shows students why we need them and how they work. Fully differentiated resource allows students to write their answers on the sheet. Three levels with a challenging profit and loss question on the hardest level (level 3). No solutions given. Bonus is an interactive two dice horse race game. This is a macro on an excel sheet and so will need setting up on your computer.

Complete lesson on listing the inequalities that define a shaded region on a graph. Fully animated Powerpoint showing students how to name the line, decide whether to use strict inequalities. Fully differentiated resource goes from multi-choice (level 1) to advanced (level 3). Resource contains student notes and plenary evaluation section. No solutions given.

Complete lesson where students will shade the region defined by 2 or more inequalities. Fully animated powerpoint shows students how to complete the work. Full differentiated (3 levels) task sheet complete with blank grids for students to write on. Students get a set of notes at the start of the task and a plenary to complete at the end. No solutions given.

36 questions to test the recall of students aspiring to attain grade 6 or 7 in GCSE Higher Mathematics. No solutions included. Print on to A3 for best results.

Three grids of 36 questions that a student working at Grade 6 to 7 at GCSE should be able to recall. Covers all of the classic algebra, shape, number and a little data. Print on A3 for best results. Answers not included.