Решение в MathCAD
Результаты немного отличаются от тех, что в ответах, но это логично
(c) How sensitive are these results to the number of switches along the path? To the bandwidth of the links? To the ratio of packet size to packet header size?
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)
Результаты немного отличаются от тех, что в ответах, но это логично
(c) How sensitive are these results to the number of switches along the path? To the bandwidth of the links? To the ratio of packet size to packet header size?