Abstract
An attempt is made here to implicate the technical problem of power cables into programming language. Economic use of power cables demand consideration of various cost-factors, both of technical and commercial character. The problem is mathematically solved to derive the condition for minimum of costs or — in other words — for optimum use of a cable. Graphical exhibits clearly demarcate the optimum use of cables under changes in cost-factors. The problem simultaneously tries to differentiate between the criterions of „technical maximum“ and „economic optimum“.
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