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A galvanised coating \( 85 \) micrometres thick corrodes at \( 6.0 \) micrometres a year. Its life is about

  • A.14 years
  • B.51 years
  • C.8 years
  • D.510 years

Answer: A

Correct answer: 14 years

Divide the coating thickness by the corrosion rate:

\[ \frac{85}{6.0} = 14.2\ \mathrm{years} \]

In clean air, at \( 1.2 \) micrometres a year, the same coating would last about 70 years - so pollution shortens the maintenance interval fivefold. This is the practical form in which materials damage enters an economic assessment: not as an abstract corrosion rate but as the cost of repainting and replacement brought forward by decades.

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