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5.c How many bytes would it take to store original message? How many bytes does it take to store the encoded message? 5.d Imagine transmitting the encoded message in a channel bit by bit. For some reason, the first bit never arrived. Decode the message without the first bit. What happens to the message? What happens to the message if we lose only the last bit? Describe this disadvantage of Huffman's code.

5.c How many bytes would it take to store original message? How many bytes does it take to store the encoded message? 5.d Imagine transmitting the encoded message in a channel bit by bit. For some reason, the first bit never arrived. Decode the message without the first bit. What happens to the message? What happens to the message if we lose only the last bit? Describe this disadvantage of Huffman's code.

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Part C and D
5. Given the text inside quotation marks: “A hot potato" 5.a Build the Huffman’s tree manually, show the steps, draw the resulting tree. 5.b Write down the encoding / decoding lookup table and encode the text. 5.c How many bytes would it take to store original message? How many bytes does it take to store the encoded message? 5.d Imagine transmitting the encoded message in a channel bit by bit. For some reason, the first bit never arrived. Decode the message without the first bit. What happens to the message? What happens to the message if we lose only the last bit? Describe this disadvantage of Huffman's code.
Transcribed Image Text:5. Given the text inside quotation marks: “A hot potato" 5.a Build the Huffman’s tree manually, show the steps, draw the resulting tree. 5.b Write down the encoding / decoding lookup table and encode the text. 5.c How many bytes would it take to store original message? How many bytes does it take to store the encoded message? 5.d Imagine transmitting the encoded message in a channel bit by bit. For some reason, the first bit never arrived. Decode the message without the first bit. What happens to the message? What happens to the message if we lose only the last bit? Describe this disadvantage of Huffman's code.
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