In the absence of noise, if C is channel capacity in bits/s, δf is channel bandwidth in Hz and N is number of coding levels. Then-A-C = log2 NB-C = (δf) log2 NC-C = 2 (δf) log2 ND-C = 0.5 (δf) log2 N-C-C = 2 (δf) log2 N

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In the absence of noise, if C is channel capacity in bits/s, &delta;f is channel bandwidth in Hz and N is number of coding levels. Then-A-C = log2 NB-C = (&delta;f) log2 NC-C = 2 (&delta;f) log2 ND-C = 0.5 (&delta;f) log2 N-C-C = 2 (&delta;f) log2 N

APTITUDE CRACK · Accepted Answer

The correct option is  C C = 2 (&delta;f) log2 N Hartley law C = 2 &delta;f log2N.

Communication Systems

Q1: In the absence of noise, if C is channel capacity in bits/s, δf is channel bandwidth in Hz and N is number of coding levels. Then

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Communication Systems

Q1: In the absence of noise, if C is channel capacity in bits/s, δf is channel bandwidth in Hz and N is number of coding levels. Then

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For help Students Orientation Mcqs Questions

For help Students Orientation
Mcqs Questions