Another homework where Erica needs your class’ help; she is tackling standard deviation this time as well as quartiles and percentiles.

Erica’s met mechanics for the first time and is trying to complete her “Modelling In Mechanics” homework but without much success; can your classes help Erica by correcting her mistakes and explaining why they are mistakes?

Five pairs of graphs; students need to calculate where intersections with each other and axes are. I have produced a PowerPoint so the graphs can be displayed, but if you want a worksheet there is one of those too. The worksheet asks for turning points on the final set of graphs.

Answer the questions, which get progressively more difficult, involving one or more of the trigonometric rules to reveal an anagram for the punchline of a joke. My classes seem to like these, the cheesier the joke, the better and given that this is an anagram they cannot guess the order of the letters for the answer.

A sheet in four parts regarding functions: substitution, domain/range, inverses and composite. I have tried to cover as many different aspects of each part; each part contains eight questions and I have done it this way so you can use each part separately if you wish, or all together, whatever you like. The idea is to work forwards and backwards using the information given. Hopefully it is fairly self-explanatory but no doubt we will find out!

There are four “Show that” questions: two linear equations, two quadratics. These are designed to encourage students to write down method and working rather than just reading out an answer at the end.

Two sheets: one on distance-time (or displacement-time) and one on speed-time Students must decide, using the graph, whether each statement is true or false. These can encourage nice discussions in class.

Five questions and ten possible answers on capture/recapture. These allow students to get on and as the answers are on the sheet they can check that they are doing the right thing.

Another cheesy joke revealed upon differentiating some expressions using the product rule. A nice change from going through exercises in the text book.

Four of these sheets covering: capacity, mass and length plus one true or false activity involving problems with all three which should encourage discussion in class and force students to read the question carefully if nothing else. These have worked well in class and online allowing the teacher to help those who need it whilst other get on, reassured that their answers are on the sheet.

This one does what it says on the tin; designed for AQA Further Maths Level 2 Certificate but could be used at GCSE level too.

Just one “Crack The Safe” activity on differentiation, involving differentiating, finding gradients and turning points. There are six questions with three possible answers for each. The wrond answers may generate discussion as to what has been done, but ultimately this is a self-checking worksheet that allows the teacher to help those who need it whilst others get on. I use these for starters or plenaries but use them how you wish.

This set of two worksheets is designed to force students to show their workings and not use a calculator when simplifying surds. There are straightforward simplifying, expanding brackets and rationalising the denominator with space to write working etc.

We put on a Stem Day for Year 6 students and decided to do binary as the topic for a 45 minute session. This takes students through converting between binary and decimal numbers, including a couple of codebreakers (we produced a Stem leaflet for them to take away). The PowerPoint moves on to adding and subtracting in binary if you need it. It went well and was delivered by a range of people so if it’s useful to you… There’s even a bonus codebreaker on adding and subtracting in binary.

Four slides each containing four questions with parts missing but an answer to reach meaning that students have to demonstrate their understanding by filling in the blanks. This is designed to create discussion.

Four slides each containing four inequalities questions where students are given the answers but are missing parts of the question; their job is to fill in the blanks. This should allow students to demonstrate their understanding as well as encouraging discussion as some of the blanks could be filled with numerous different values. This involves solving, satisfying (number lines etc), regions etc.

The name of these was born out of a typo (obviously) but it’s the usual format: do some maths (solve equations in this case) to find the punchline to a cheesy joke about fish, hence the “codbreaker”. Good for a starter, main activity or a plenary in my experience and the students enjoy finding the punchline, especially being the first to do so. This involves anything from two-step equations to variables on both sides including fractional parts. Number 2 is more challenging than number 1.

Two fish jokes to figure out; the first codbreaker asks students to find prime factors and the second is on finding HCF or LCM. I use these as starters, plenaries and main tasks as they are self-marking; this means that they have been useful for online learning/lessons too.

Using the “Impossible” game show format where each question has three options: a correct answer, an incorrect answer which would be correct in a different concept and an impossible answer. There are 12 questions tackling transformations, surds, quadratics, inequalities and more. Students need to calculate which is the correct answer, which is impossible and which is incorrect but “partially right” so this should encourage discussion in class and develop a deeper understanding.

This contains questions on speed, density, pressure and population density, with questions getting increasingly challenging as you go through. These sheets seem popular with students and are ideal for working in school or from home.