Solution:
Given,
=>Number of packets = N
=>Each packet length = L
=>Transmission rate = R
(1)
Explanation:
=>Transmission delay will be equal for all N packets.
=>Transmission delay for last packet = packet length/transmission rate
=>Transmission delay for last packet = L/R
(2)
Explanation:
=>As all N the packets arrive at the router simultaneously so there will be queuing delay based on the order in which they are.
=>For 1st packet, queuing delay = 0
=>For 2nd packet, queuing delay = transmision delay for 1st packet.
=>For 2nd packet, queuing delay = L/R
=>For 3rd packet, queuing delay = transmission delay for 1st packet + transmission delay for 2nd packet
=>For 3rd packet, queuing delay = L/R +L/R
=>For 3rd packet, queuing delay = 2L/R
=>For 4th packet, queuing delay = transmission delay for 1st packet + transmission delay for 2nd packet + transmission delay for 3rd packet
=>For 4th packet, queuing delay = L/R + L/R + L/R
=>For 4th packet, queuing delay = 3L/R
(3)
Explanation:
=>Average queuing delay for first three packets = (queuing delay for first packet + queuing delay for second packet + queuing delay for 3rd packet)/3
=>Average queuing delay for first three packets = (0 + L/R + 2L/R)/3
=>Average queuing delay for first three packets = 3L/R/3
=>Average queuing delay for first three packets = L/R
(4)
Explanation:
=>Average transmission delay for last three packets = (transmisison delay for Nth packet + transmission delay for (N-1)th packet + transmission delay for (N-2)th packet)/3
=>Average transmission delay for last three packets = (L/R + L/R + L/R)/3
=>Average transmission delay for last three packets =3L/R/3
=>Average transmission delay for last three packets = L/R
(5)
Explanation:
=>Total delay for 10th packet = queuing delay for 10th packet + transmission delay for 10th packet
=>Total delay for 10th packet = 9L/R + L/R
=>Total delay for 10th packet = 10L/R
I have explained each and every part with the help of statements attached to it.
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