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Consider a packet-switching scenario with N ps = 13 users sharing an R = 150 Mbps link, where each user requires 10 Mbps when transmitting,
Consider a packet-switching scenario with Nps = 13 users sharing an R = 150 Mbps link, where each user requires 10 Mbps when transmitting, but only needs to transmit 30 percent of the time.
question: Suppose packet switching is used. What is the probability that any 9 users are transmitting and the remaining users are NOT transmitting?
Round your answer to two decimals after leading zeros (i.e. two significant digits)
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