Determine the average information content, I (in bits) of a hypothetical language of M alphabets assuming...

 

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Determine the average information content, I (in bits) of a hypothetical language of M alphabets assuming each alphabet is equally-likely to occur. Pi (Use Shannon's information formula: I = -Ei Pix log₂(pi) bits, where p, is the probability of occurrence of each, (ih) alphabet; Logarithmic base changing formula: log₂(x) = [loge(x)/loge(2)]) Assume the Data as listed below Answer Shannon Info bits Data Table M 25 Determine the average information content, I (in bits) of a hypothetical language of M alphabets assuming each alphabet is equally-likely to occur. Pi (Use Shannon's information formula: I = -Ei Pix log₂(pi) bits, where p, is the probability of occurrence of each, (ih) alphabet; Logarithmic base changing formula: log₂(x) = [loge(x)/loge(2)]) Assume the Data as listed below Answer Shannon Info bits Data Table M 25

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To calculate the average information content I we can use Shannons ... View the full answer