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Question: Suppose that packets arrive at an internet router from 3 different other routers, each with Poisson arrivals with l = 4 per second.
The packets are all transmitted on the same transmission line. It is unspecified that the packets have fixed lengths and are all equal, and that the transmission rate for the transmission line is fixed.
Suppose a transmission rate on the transmission line of m = 16 packets per second.
Can you please examine the transmission line utilization and answer whether this is a stable queue.
1.which is a more secure way to use preshared keys between multiple peers? points 4 specify the same key to share with
Describe CDMA (code division multiple access), that is used in GPS and Qualcomm satellite phone network, also other communication standards.
An organisation has been granted a block of addresses starting with the address 172.154.68.0/22.
the purpose of this project is to provide you with an opportunity to create a document retention policy. you will also
Determine the Internet bandwidth needs of the medical group and determine the possible providers and expected cost or range of costs for such service.
You have been asked to design the entire cabling system for a medical instrument manufacturer's new central warehouse. The company already has three buildings within two city blocks.
when will the switch-over from ipv4 to ipv6 happen? what is the implication of the switch-over to companies? nbspassume
fiction corporation is a large national retail chain of 10000 employees and 500 retail outlets. fiction is moving its
Networking modes: What is connection-oriented networking? How many modes can it be operated and what are they?
discuss any of the internetworking equipment that you have experience with and the advantages and disadvantages of
Suppose there is a Certificate Authority (CA) with well-known public key. Further suppose every user is issued a certificate for his/her public key.
Show that the probability q that a given frame is not asked before n-1 additional frames have been sent (i.e., the window is exhausted) is q = (1+n)2-n.
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