KS4 Maths Revision worksheets: Directed Numbers, Sequences, Pythagoras and Trigonometry, Graphs & Charts, Factors, Multiples é Ratio, Equations é Formulae, Frequency Tables, Rounding, Estimationé Reciprocals, This is an attempt to make revision a little more interesting for those doing the modular OCR GCSE course. Calculate the answers, convert to letters and find my next destination on my 'Revision World Tour'.

KS4 Maths Revision Worksheets Place Value & Negatives, Sequences, Bearings and Scales, Graphs é Charts, Factors, Multiples é Ratio, Equations é Formulae, Average é Range, Rounding. This is an attempt to make revision a little more interesting for those doing the modular OCR GCSE course. Calculate the answers, convert to letters and find my next destination on my 'Revision World Tour'.

Here are 3 frequency tables and the mean, mode and range from each. The student cut and stick the results and tables into the correct groups.

How can I do these addition calculations on my calculator when the calculator has lost its addition sign? This is to get across the fact that 2 negatives make a positive.

Find the equation of the line and the circle, then calculate the points where the streaker crosses the boundary

Three fielders throw a cricket ball from one position to the wicketkeeper. Can you find the equations of their throws?

This powerpoint is for classes to do in teams. Each summer related question takes 30 seconds to answer (an alarm goes off and the link to the answer appears). There are 5 topics areas: Number, Algebra, Shape & Space, Data Handling, Pot Luck. Each topic has 5 questions worth a different amount of points based upon difficulty.

Work out the missing angles in this still from a bowler bowling a ball and the batsman hitting it.

Where Does The Fielder Intercept The Ball? This is essentially simultaneous equations solved graphically, but in the guise of a fielder stopping a ball whilst playing cricket.

This leads on from 'Misleading Graphs' where the students have to draw a graph in an effort to convince a Small Business Manager to give them a loan.

This sheet starts off with some examples and questions about surds - pretty easy ones to be honest. There is a surds 'joke' at the end to complete. This was an attempt to make surds a little more interesting and to show just how easy they really are.

Explain how Spidey got to where he did and then tell him how he could have done it in one easy step. This is solely concerned with reflections and rotations.

Help butler Alfred both direct and find his boss by describing the transformations. This is solely concerned with translation and enlargement. It contain worksheets and powerpoint presentation to support the lesson.

This does involve a bit of working out for the class but is designed to make recurring decimals a little more colourful and interesting.

Real-life problems involving direct and inverse proportion showing students that they don't have to be a mthematical whizz in order to understand the topic.

This is a worksheet with tables using actual data released by the PFA and came from an investigation by the BBC's Football Focus. It's all quite straight forward stuff, but might open student eyes somewhat! Students use he data to calculate percentage changes.

Insert the numbers in the correct positions, making the calculations correct to win a roast dinner for the hungry camp members. Thank you for all the feedback about the confusing wording. I have changed it so hopefully it now makes more sense!

Laura Craft, our hero, has slides to go down this time ot complete the game that are in the shape of cubic graphs. we have the equations but not the graphs (you need to draw them) and work out which is the steepest - could you tell from the equations?

This KS4 quadratic graphs worksheet is Lara Croft themed. Work out the equation of the graph that needs to be programmed in to make Laura swing and then plot the other two graphs from the equations given. This is an attempt to bring quadratics into the world occupied by students.

The Blue Darts Parallel and Perpendicular Problem is a GCSE worksheet on equations and gradients. The Blue Darts formation flying team want to plan a big finale to their display by creating an aerial rectangle. Can you help them find the equations of the lines that they need to fly along? What do you spot about the equations and their gradients?