What is the error probability at the destination

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Reference no: EM131408998

X is a binary memoryless source with P(X = 0) = 0.3. This source output is transmitted over a binary symmetric channel with crossover probability ? = 0.1.

1. Assume that the source is directly connected to the channel, i.e., no coding is employed. What is the error probability at the destination?

2. For what values of E is reliable transmission possible (with coding, of course)?

Reference no: EM131408998

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