Machine X sends a 4KB (kilobyte = 1000 bytes) file over a 8Mb/s (mega bit per second) single-hop link to machine Y which lies 150Km away. Someone starts a stopwatch when machine X starts sending the first bit on the link towards machine Y . The stopwatch is stopped when last bit is received by machine Y . What is the minimum time the stopwatch may be showing? [Assume propagation at speed of light c = 3 × 108 m/s]; [1 byte = 8 bits]
File Size (L) = 4KB = 4 x 1000 = 4000 bytes = 4000 x 8 bits
Bandwidth (B) = 8Mb/s = 8 x 106 bits/s
Propagation speed (c) = 3 x 108 m /s
Distance between Machine X and Y = 150Km (D) = 150 x 103 m
Total time = Transmission Delay time + Propagation delay time
Total time = (L/B) + ( D/ c)
Therefore, minimum time stop watch will be showing is 4.5 milliseconds i.e, 4.5ms.
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