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Q: What is the maximum effect of 2-ms burst of noise on data transmitted at 14k bps?
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What is the maximum effect of 2 ms burst of noise on data transmitted at 1500 bps?

We can say that : Vulnerable bits = data rate x burst duration = 1500 x 2 x 10^-3 = 3 bits


How many maximum bits get corrupted if noise occurs for 1-on transmitted data at 48000 bps?

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How many maximum bits get corrupted if noise occurs for 1-ms on transmitted data at 48000 bps?

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Say there are n possible input sequences that is A1 to An. Coded sequence B is transmitted. At receiver end due to noise sequence R is obtained. Than we will calculate P(Ai/R) for i = 1 to n. Decoded sequence A for which the probability is maximum is decoded maximum likelihood sequence.


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