Answer to Question #44949 in Statistics and Probability for Pranav V K
Suppose we want to transmit an important message consisting of one binary digit. To reduce the chance of error, we transmit 00000 instead of 0
And 11111 instead of 1. If the receiver of the message uses majority decoding , what is the probability that the message will be incorrectly decoded.
( by majority decoding we mean that the message is decoded as 0 if there are
At least 3 zeros in the message received and as 1 otherwise.)
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