A Huffman tree is given below. Each node has a letter and a frequency, e.g., (T:2), which means that "T" has frequency 2

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A Huffman tree is given below. Each node has a letter and a frequency, e.g., (T:2), which means that "T" has frequency 2

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A Huffman Tree Is Given Below Each Node Has A Letter And A Frequency E G T 2 Which Means That T Has Frequency 2 1
A Huffman Tree Is Given Below Each Node Has A Letter And A Frequency E G T 2 Which Means That T Has Frequency 2 1 (67.51 KiB) Viewed 11 times
A Huffman tree is given below. Each node has a letter and a frequency, e.g., (T:2), which means that "T" has frequency 2, or just a frequency when it is a non-leaf node. 34 20 14 7 E:3 Y:6 G:4 U:5 T:2 0:3 According to Huffman's algorithm, in each iteration, two nodes are dequeued from the priority queue and combined into a new parent node having these nodes as two children and frequency equal to the sum of their frequencies. In the first iteration, (T:2) and (0:3) are combined into a new node with frequency 5 = 2+3. Give your correct answer for each question (no space in front, between, or after, and no quotation mark). a) In the second and the fifth iterations the new parent nodes have frequencies and respectively. b) The Huffman code for the letter "T" is c) The sequence 1111011110011101110101001010 is decoded to A:7 1:4 9 5 11
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