Enter text: Mississippi has a number of repeated letters. ASCII Code Character Frequency Code 32 6 100 46 1 010010 77 1 111100 97 a 3 0111 98 1 00100 100 d 1 111101 101 e 101 102 f 1 00101 104 1 00110...


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Enter text: Mississippi has a number of repeated letters.<br>ASCII Code<br>Character<br>Frequency<br>Code<br>32<br>6<br>100<br>46<br>1<br>010010<br>77<br>1<br>111100<br>97<br>a<br>3<br>0111<br>98<br>1<br>00100<br>100<br>d<br>1<br>111101<br>101<br>e<br>101<br>102<br>f<br>1<br>00101<br>104<br>1<br>00110<br>105<br>i<br>4<br>00<br>108<br>1<br>1<br>00111<br>109<br>m<br>1<br>111110<br>110<br>1<br>111111<br>111<br>1<br>01000<br>112<br>3<br>1110<br>114<br>3<br>0101<br>115<br>6<br>110<br>116<br>3<br>0110<br>117<br>u<br>010011<br>H LO<br>

Extracted text: Enter text: Mississippi has a number of repeated letters. ASCII Code Character Frequency Code 32 6 100 46 1 010010 77 1 111100 97 a 3 0111 98 1 00100 100 d 1 111101 101 e 101 102 f 1 00101 104 1 00110 105 i 4 00 108 1 1 00111 109 m 1 111110 110 1 111111 111 1 01000 112 3 1110 114 3 0101 115 6 110 116 3 0110 117 u 010011 H LO
Character<br>Code<br>Frequency<br>M<br>000<br>001<br>2<br>01<br>4<br>i<br>4<br>M<br>P<br>(a) Huffman coding tree<br>(b) Character code table<br>Mississippi - 000101011010110010011<br>Write a program that converts a sentence to its equivalent Huffman encoding. The input from the<br>keyboard consists of a stream of ASCII characters (a sentence). Only the graphical characters (with ASCII<br>codes between 32 and 126 inclusive) are counted; all others (e.g. tabs, newlines and carriage returns)<br>are ignored. Assume proper input. Output to the screen a table with the ASCII value, character,<br>frequency, and code for each character in the string in a column format. A binary tree structure must be<br>used. Refer to the sample output below.<br>Sample Runs (2):<br>Enter text: Mississippi<br>ASCII Code<br>Character<br>Frequency<br>Code<br>77<br>M<br>100<br>105<br>i<br>4<br>112<br>2<br>101<br>115<br>4<br>11<br>

Extracted text: Character Code Frequency M 000 001 2 01 4 i 4 M P (a) Huffman coding tree (b) Character code table Mississippi - 000101011010110010011 Write a program that converts a sentence to its equivalent Huffman encoding. The input from the keyboard consists of a stream of ASCII characters (a sentence). Only the graphical characters (with ASCII codes between 32 and 126 inclusive) are counted; all others (e.g. tabs, newlines and carriage returns) are ignored. Assume proper input. Output to the screen a table with the ASCII value, character, frequency, and code for each character in the string in a column format. A binary tree structure must be used. Refer to the sample output below. Sample Runs (2): Enter text: Mississippi ASCII Code Character Frequency Code 77 M 100 105 i 4 112 2 101 115 4 11

Jun 08, 2022
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