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The latest activity to be updated on this site is called "Conversion Graphs" (Practise reading a wide range of conversion graphs to convert one unit to another.).

So far this activity has been accessed 190 times and 40 people have earned a Transum Trophy for completing it.

Conversion Graphs

A conversion graph is a machine for answering "how much is that in…?" without doing any arithmetic. Somebody has already done the calculation for every possible value and drawn the result as a line, all you have to do is know how to read it. That is genuinely useful the moment you leave the country and a road sign says 32 km, or you follow an American recipe that wants the oven at 350 °F, or you want to know whether $60 for a pair of trainers is a bargain. The graph does the work; you just need to be able to get an answer out of it.

But the real skill here isn't miles and kilometres. It's reading a graph accurately: finding your number on one axis, tracking across to the line, coming back to the other axis, and knowing how confident you're entitled to be in the answer. That same skill turns up in every science lesson you'll ever sit, in geography, in the chart your doctor uses to work out a dose, in the graph on the back page of a newspaper. People who can read a graph properly notice things that other people miss.

The later levels are where it gets interesting. A line that doesn't start at zero tells you there's a fixed charge before you've used anything at all. A curve tells you the rate is changing — coffee cools quickly at first and then slows down; braking distance grows far faster than speed does, which is exactly why speed limits matter. And when you extend a line beyond where it was drawn, you're making a prediction, not reading a fact, sometimes a sensible one, sometimes not. Learning to tell the difference is how you stop being fooled by a graph.


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