Consider the packet queues shown in Fig. $5-29.$ What is the finish time and output

order of the packets if the middle queue, instead of the bottom queue, has a weight

of $2?$ Order packets with the same finish time alphabetically.

$\backslash$table$[[$Packet$,\backslash$table$[[$Arrival$],[$time$]],$Length,$\backslash$table$[[$Finish$],[$time$]],\backslash$table$[[$Output$],[$order$]]],[$A$,0,8,8,1],[$B$,5,6,11,3],[$C$,5,10,10,2],[$D$,8,9,20,7],[$E$,8,8,14,4],[$F$,10,6,16,5],[$G$,11,10,19,6],[$H$,20,8,28,8]]$

$($b$)$

Figure $5-29.($a$)$ Weighted Fair Queueing. $($b$)$ Finishing times for the packets.