Calculate the speed, time and distance involved with these journeys on the Millennium Falcon using standard form.

Calculate the upper and lower bounds of the amount of spinach in a can, what each gram of spinach will allow Popeye to lift and various other stuff.

Calculate speed, distance and time for Barbie and Ken's coast-to-coast trip.

This is a set of three activities involving translation, reflection and equations of lines (for reflection purposes).

I've used this for years and it always works pretty well - no need to print as it can be displayed on the board.

Calculate the missing measurements to help the Police Commissioner in Gotham City and Batman catch the criminals. Includes missing sides and angles.

Calculate the exact distance that either Superman or Iron Man have to fly to get to each villain. No need to print as you can use the Notebook file.

Calculate the translation vector that Ironman has to travel to capture his enemies, even after the Ani-Men have knocked his grid out of sync. Notebook file can avoid photocopying, plus the extension involves Pythagoras.

Rotate Spidey in the the correct quadrants to capture his enemies. I have produced the Notebook file to save on printing.

Calculate these proportional relationships involving Superman and his proximity to kryptonite as well as his rating in the criminal underworld. An attempt to liven up proportion with my Year 11s.

Look at the fourteen statements and decide whether they are always, sometimes or never true.

I've been meaning to do this for ages and finally got around to doing it. Describe the symmetry on each logo - should open up some discussion.

This was an attempt to make inequalities more interesting and relevent by using them whilst helping the Inequaliser (Bobby McShout) solve a robbery.

Calculate how angry The Bulk is by figuring out what scale factor he's enlarged by and using Bulk's 'Angry Scale'. See how that relates to his 'safety' box and its surface area and volume.

Calculate how much of the wall can be covered by Willis and Granite's new invention and draw your own conclusions! Involves area, percentages and as a result proportion.

Students have to calculate the probability that each of three fruit machines will pay out and how many different combinations there are.

Find the letters with the listed probabilities and then unjumble to reveal a name. My attempt at doing something different with probability.

The students need to write a formula for the profit that 3 apps will make, writing them in words and algebra. The extension is to draw a graph of the formulae.

I did this having seen numerous poor attempts at sketches in books on recognising types of graph.

I wrote this for students who aren't that keen on algebra, so have interspersed some relatively easy numerical problems with similar algebraic problems, getting them to write down their thought process to solve them. The ultimate aim is to show the students that the equations are just like the numerical problems.