Given a transmission medium with propagation rate of $2\mathrm{.}5$x$108$ m$/$sec$.$ Multiple computers share this link using packet switching.

Assume that queuing is necessary only for transmission. $($i$.$e$.$ ignore processing delay for all packets.$)$

Assume that there is no other traffic on the medium, no switches between the link and the destination

At least $20$ packets arrive in the queue at time t $=0.$

Each packet's size is $1500$ bytes.

The distance to the destination is $1500$ km$.$

Answer the following questions for each of the given transmission rates. Give answers in milliseconds, without units, rounding to two decimal places, for credit. $($e$.$g$.$ for $0\mathrm{.}000302$ seconds you would enter $"0\mathrm{.}30"$ without the quotes$)$

Give answers for both link transmission speeds

Question $10$ Mbps $100$ Mbps

What is the transmission delay for each packet?

What is the propagation delay for each bit?

What is the queueing delay for the $4$th packet?

What is the end$-$to$-$end delay for the $5$th packet?

What is the average queueing delay for the first $10$ packets?