Here’s a typical school maths question: Two buses leave the same bus station at noon. One travels west at a constant 30mph, while the other travels north at a constant 40mph. At what time will the buses be 100 miles apart?* Here’s a typical real-life problem: I need to catch a plane leaving Gatwick at 8am. Should I get there by train, taxi or car? And at what time should I leave the house? The odd thing about the human mind is that many people would find the first question difficult, and the second easy, yet the second question is computationally far more complex. This says more about the
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