A machine costing 200 000 with running costs of 40 000 a year over 10 years has a life cycle cost, ignoring the time value of money, of
Answer: A
Correct answer: 600 000
\[ 200{,}000 + 40{,}000 \times 10 = 600{,}000. \] The running costs are twice the purchase price over the life, which is why a machine chosen on first cost alone can be the more expensive by a wide margin. Discounting would reduce the figure, and the question sets that aside deliberately.
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