Natural hazards is the chapter that joins a physical process to human risk: the same earthquake kills far more people in a dense city than in an empty mountain valley. The exam does not ask you to name disasters; it asks you to put numbers on scale, frequency and consequence.
The first is internal processes: plate boundaries build stress that is released as earthquakes and eruptions, and depth, fault type and soil control how much shaking is amplified. The second is atmospheric and hydrological processes: a tropical cyclone brings wind, rain and storm surge, and intense rain becomes landslides and floods inland. The third is the human response: warnings, land-use zoning, building codes and insurance all subtract from the same risk equation.
Three habits earn marks: unify units first (millimetres to metres, square kilometres to square metres, km/h to m/s), separate a multiple from a percentage rise, and sanity-check the order of magnitude, because a tsunami crosses an ocean in hours, not days.
Four papers build up in difficulty, ten items each, with answers and a one-line explanation; every figure is computed and checked by script, so they work as independent practice or as tutor preparation.
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Why is one magnitude unit not ten times the energy?
Magnitude measures ground amplitude, which rises about tenfold per unit; energy scales with amplitude to the power 1.5, so it rises about 31.6 times, and two units is about a thousand times.
Does a one in a hundred year flood happen once every hundred years?
No. It is a long-run average of about one per cent a year, independent each year, so the chance of at least one in thirty years is about 26 per cent.

