( C = 1 + p\log_2 p + (1-p)\log_2(1-p) ) ( C = 1 + 0.1\log_2(0.1) + 0.9\log_2(0.9) ) ( \log_2(0.1) \approx -3.3219,\ \log_2(0.9) \approx -0.1520 ) ( C = 1 + 0.1(-3.3219) + 0.9(-0.1520) ) ( C = 1 - 0.33219 - 0.1368 \approx 0.5310 ) bits/channel use. If you’d like, I can generate a LaTeX template for writing your own solution set, or create a Python script to verify coding/cryptography problems from the book. Let me know.

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The correct number is the type or model number and NOT the serial number. The model number is a series of numbers and/or letters. Sometimes the model number contains a hyphen (-) or a forward slash (/). ( C = 1 + p\log_2 p + (1-p)\log_2(1-p) ) ( C = 1 + 0

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Can’t find your appliance? Send us a photo of the model number plate and a description of the product you are looking for, and we'll send you a link to the correct product. ( C = 1 + p\log_2 p + (1-p)\log_2(1-p) ) ( C = 1 + 0