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Two hosts $A$ and $B$ are connected via a Router $R$ with two links  $L_1$ and $L_2.$ Each link is $125m$ long and has a bandwidth of $109 \;bps.$ If router queuing delay is $5$ microsec and propagation speed is $250,000$ km/sec  the total transfer delay of $1$ kB packet from $A$ to $B$  is _______ microsec
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See, there are two  Hosts A and B are connected via a Router R with two links Link l1 and l2

so it is like that  A------Link1--------------- R-----Link2----------------B 

                             125 m                              125 m 

now, Total transfer Delay = transfer Delay from A to Link 1 + Propagation delay from A to R + Queuing delay at R + transfer Delay from R to Link 2 + Propagation delay from R to B  

router queuing delay is 5 microsec is stated in the question.

now you have to calculate each one separately 

transfer Delay from A to Link 1 = transfer Delay from R to Link 2

= 1 kB/ 10^9 bps = 8.00 microsecond  [ 1 kB = 1000 Bytes and not 1024 as for 1KB ]

Propagation delay from A to R = Propagation delay from R to B

= 125 m / 250,000 km/ sec = 0.5 microsec

Hence total Transfer delay = ( 8.00 + 0.5 + 5 + 8.00 + 0.5 ) microsecond = 22.00 microsecond

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@Bikram sir, please edit the question, it shows 109 bps rather than 10^9 bps. I got wrong ans due to this. 

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