At the output of the matched filter of a ternary communication system (M-3), we observe either of the following samples,

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At the output of the matched filter of a ternary communication system (M-3), we observe either of the following samples,

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At The Output Of The Matched Filter Of A Ternary Communication System M 3 We Observe Either Of The Following Samples 1
At The Output Of The Matched Filter Of A Ternary Communication System M 3 We Observe Either Of The Following Samples 1 (42.05 KiB) Viewed 41 times
At the output of the matched filter of a ternary communication system (M-3), we observe either of the following samples, T= A + no when Symbol 1 is transmitted T = no when Symbol 2 is transmitted r = A + no when Symbol 3 is transmitted Consider all three symbols are transmitted equally likely and channel noise is Gaussian with zero mean and variance of. a) What is the probability of symbol error in terms of A and do, given that symbol 2 was transmitted. b) Compute the probability of symbol error in terms of A and o. c) Given of = 9, what should be the value of A, so that the probability of symbol error would be 5 x 10-8. d) Recompute the value of A when o = 36. Interpret your results.
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