Consider a discrete memoryless source with source alphabet S = {s0, s1, s2} with probabilities P(s0) = 41, P(s1) = 41 and P(s2) = 21
The entropy of the source is
Which of the following statements is correct?
S1: Channel capacity is the same for two binary symmetric channels with transition probabilities as 0.1 and 0.9.
S2: For a binary symmetric channel with transition probability 0.5, the channel capacity is 1.
S3: For AWGN channel with infinite bandwidth, channel capacity is also infinite.
S4: If Y = g(X), then H(Y) > H(X).
A source generates three symbols with probabilities 0.25, 0.25, 0.50 at a rate of 3000 symbols per second. Assuming independent generation of symbols, the most efficient source encoder would have average bit is
A communication channel is having a bandwidth of 3000 Hz. The transmitted power is such that the received signal-to-noise ratio is 1023. The maximum data rate that can be transmitted t error-free through the channel is:
An ideal power limited communication channel with additive white Gaussian noise is having 4 KHz band width and Signal to Noise ratio of 255. The channel capacity is: