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The following is a Huffman tree. Each node has a letter and a frequency, such as (T:2), which indicates that "T" has frequency 2, or simply a frequency when it is not a leaf node. In each iteration of Huffman's algorithm, two nodes from the priority queue are dequeued and combined into a new parent node with these nodes as two children and a frequency equal to the sum of their frequencies. (T:2) and (O:3) are combined into a new node with frequency 5 = 2+3 in the first iteration. Q: The sequence 1111011110011101110101001010 is decoded to ?

The following is a Huffman tree. Each node has a letter and a frequency, such as (T:2), which indicates that "T" has frequency 2, or simply a frequency when it is not a leaf node. In each iteration of Huffman's algorithm, two nodes from the priority queue are dequeued and combined into a new parent node with these nodes as two children and a frequency equal to the sum of their frequencies. (T:2) and (O:3) are combined into a new node with frequency 5 = 2+3 in the first iteration. Q: The sequence 1111011110011101110101001010 is decoded to ?

Systems Architecture
Systems Architecture
7th Edition
ISBN:9781305080195
Author:Stephen D. Burd
Publisher:Stephen D. Burd
Chapter8: Data And Network Communication Technology
Section: Chapter Questions
Problem 34VE
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The following is a Huffman tree. Each node has a letter and a frequency, such as (T:2), which indicates that "T" has frequency 2, or simply a frequency when it is not a leaf node. In each iteration of Huffman's algorithm, two nodes from the priority queue are dequeued and combined into a new parent node with these nodes as two children and a frequency equal to the sum of their frequencies. (T:2) and (O:3) are combined into a new node with frequency 5 = 2+3 in the first iteration. Q: The sequence 1111011110011101110101001010 is decoded to ?

A:7 14 E:3 7 G:4 34 1:4 9 T:2 5 20 0:3 11 U:5 Y:6
Transcribed Image Text:A:7 14 E:3 7 G:4 34 1:4 9 T:2 5 20 0:3 11 U:5 Y:6
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