Suppose that Router A and Router B are connected via a 2 Mbps link (note, 1 Mbps = bps), and that the link connecting the two routers has a length of 44 meters. Suppose that Router A is transmitting a packet, and that there are 8 additional packets in the queue of the router, when a new packet arrives at Router A. Assume the following.

1. Every packet consists of 10,000 bits, and that 6000 bits of the currently-being-transmitted packet has been transmitted by Router A when the new packet arrives.
2. Propagation speed of a bit over the link connecting the two routers is meters/sec.
3. Processing delay of a (whole) packet at a router takes 1 millisecond (i.e., 0.001 seconds). What is the total delay of the new packet in arriving at Router B, i.e., how long does it take the new packet to arrive at Router B from the time it arrived at Router A? In your solution, clearly identify all four delay components the new packet experiences.