Consider a discrete memoryless source with AX = [a, b, c, d] and PX = [1/2/ 1/4/ 1/8/ 1/8]. There are 48 = 65 536 eight-letter words that can be formed from the four letters. Find the total number of such words that are in the typical set TNß (equation 4.29) where N = 8 and

ß = 0:1.

 

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