EBK COMPUTER NETWORKING
EBK COMPUTER NETWORKING
7th Edition
ISBN: 8220102955479
Author: Ross
Publisher: PEARSON
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Chapter 1, Problem P21P

Explanation of Solution

Path k(k=1,2,......,M) includes N number of links with different transmission rates Rk1,Rk2,........,RkM.

By including M number of paths in the transmission, the maximum throughput of single path can be calculated by the following expression,

max{min{R11,R12,........,R1N},min{R21,R22,

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Consider a router buffer preceding an outbound link. In this problem, you will use Little’s formula, a famous formula from queuing theory. Let N denote the average number of packets in the buffer plus the packet being transmitted. Let a denote the rate of packets arriving at the link. Let d denote the average total delay (i.e., the queuing delay plus the transmission delay) experienced by a packet. Little’s formula is N=a⋅d . Suppose that on average, the buffer contains 10 packets, and the average packet queuing delay is 10 msec. The link’s transmission rate is 100 packets/sec. Using Little’s formula, what is the average packet arrival rate, assuming there is no packet loss?
Give correct and unique answer. I don't want plagiarized answer. If I find wrong and plagiarism , I'll report and reduce rating sure.
Copy from chegg == Report! A communication line capable of transmitting at a rate of 50 Kbits/secwill be used to accommodate 10 sessions each generating Poisson traffic at a rate 150 packets/min.Packet length are exponentially distributed with mean 1000 bits. For each session, find the averagenumber of packets in queue, the average number in the system, and the average delay per packetwhen the line is allocated to the sessions by using: i) 10 equal-capacity time-division multiplexed channels;ii) statistical multiplexing

Chapter 1 Solutions

EBK COMPUTER NETWORKING

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