For a binary symmetric channel, the error probability Pc(0) = Pc(1) = and errors are statistically independent. The channel capacity for a signalling speed 2 bits/second.-A-2 bits/secB-1.69 bits/secC-4 bits/secD-1 bit/sec-A-2 bits/sec

Question

For a binary symmetric channel, the error probability Pc(0) = Pc(1) =  and errors are statistically independent. The channel capacity for a signalling speed 2 bits/second.-A-2 bits/secB-1.69 bits/secC-4 bits/secD-1 bit/sec-A-2 bits/sec

APTITUDE CRACK · Accepted Answer

A 2 bits/sec  C = r . H r = 2 bits/second C = 2 bits/second.

Exam Questions Papers - Engineering

For a binary symmetric channel, the error probability P_c(0) = P_c(1) = and errors are statistically independent. The channel capacity for a signalling speed 2 bits/second.

For help Students Orientation
Mcqs Questions

Quick Links

Newsletter

Exam Questions Papers - Engineering

For a binary symmetric channel, the error probability Pc(0) = Pc(1) = and errors are statistically independent. The channel capacity for a signalling speed 2 bits/second.

Solution

For help Students Orientation Mcqs Questions

For a binary symmetric channel, the error probability P_c(0) = P_c(1) = and errors are statistically independent. The channel capacity for a signalling speed 2 bits/second.

For help Students Orientation
Mcqs Questions