In JAVA how do you encode and print each sentence in the file using a.pdf
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In JAVA how do you encode and print each sentence in the file using a basic Caesar Cipher. - Encode the characters by shifting their Unicode value by 5 - For example if we encoded the character 'A' with a shift of 5 it would become the character 'F' - For example if we encoded the character 'X' with a shift of 5 it would become the character ']' - Spaces should be printed but not encoded - Use the method caesarCipher Write each encoded sentence to a new text file called encoded.txt - If a IOException is thrown catch the exception and alert the user of the error - Use the method encodedFile (The main method cannot be set to throw any exceptions. The text file will contain multiple lines and each line will correspond to a single sentence.) Sample Output: Ex: If input is: anexample.txt the output is: Please enter the name of the file: It tw it sty1 ymjwj nx st yw~& Qnkj nx f qtsl qjxxts ns mzrnqny~3 Ex: If input is: anexample2.txt the output is: Please enter the name of the file: Mjqqt Qnq~1 ~tz itnsl |jqqD N,r knsj&&&&& Qnkj nx tzwx yt gj xujsy1 sty yt gj xf{ji3 \j mf{j mtuj3333 Wjgjqqntsx fwj gznqy ts mtuj3333 N kfnqji r~ |f~ yt xzhhjxx3 Ex: If the input is: WrongFileName the output is: File does not exist .
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![In JAVA how do you encode and print each sentence in the file using a basic Caesar Cipher.
- Encode the characters by shifting their Unicode value by 5
- For example if we encoded the character 'A' with a shift of 5 it would become the character 'F'
- For example if we encoded the character 'X' with a shift of 5 it would become the character ']'
- Spaces should be printed but not encoded
- Use the method caesarCipher
Write each encoded sentence to a new text file called encoded.txt
- If a IOException is thrown catch the exception and alert the user of the error
- Use the method encodedFile
(The main method cannot be set to throw any exceptions. The text file will contain multiple lines
and each line will correspond to a single sentence.)
Sample Output:
Ex: If input is:
anexample.txt
the output is:
Please enter the name of the file:
It tw it sty1 ymjwj nx st yw~&
Qnkj nx f qtsl qjxxts ns mzrnqny~3
Ex: If input is:
anexample2.txt
the output is:
Please enter the name of the file:
Mjqqt Qnq~1 ~tz itnsl |jqqD
N,r knsj&&&&&
Qnkj nx tzwx yt gj xujsy1 sty yt gj xf{ji3
j mf{j mtuj3333 Wjgjqqntsx fwj gznqy ts mtuj3333
N kfnqji r~ |f~ yt xzhhjxx3
Ex: If the input is:
WrongFileName
the output is:
File does not exist](https://image.slidesharecdn.com/injavahowdoyouencodeandprinteachsentenceinthefileusinga-230313022048-66e37113/85/In-JAVA-how-do-you-encode-and-print-each-sentence-in-the-file-using-a-pdf-1-320.jpg)
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In JAVA Encode and print each sentence in the file using a basic Caesa.pdf
In JAVA
Encode and print each sentence in the file using a basic Caesar Cipher.
- Encode the characters by shifting their Unicode value by 5
- For example if we encoded the character 'A' with a shift of 5 it would become the character 'F'
- For example if we encoded the character 'X' with a shift of 5 it would become the character ']'
- Spaces should be printed but not encoded
- Use the method caesarCipher
Write each encoded sentence to a new text file called encoded.txt
- If a IOException is thrown catch the exception and alert the user of the error
- Use the method encodedFile
(The main method cannot be set to throw any exceptions. The text file will contain multiple lines
and each line will correspond to a single sentence.)
Sample Output:
Ex: If input is:
anexample.txt
the output is:
Please enter the name of the file:
It tw it sty1 ymjwj nx st yw~&
Qnkj nx f qtsl qjxxts ns mzrnqny~3
Ex: If input is:
anexample2.txt
the output is:
Please enter the name of the file:
Mjqqt Qnq~1 ~tz itnsl |jqqD
N,r knsj&&&&&
Qnkj nx tzwx yt gj xujsy1 sty yt gj xf{ji3
\j mf{j mtuj3333 Wjgjqqntsx fwj gznqy ts mtuj3333
N kfnqji r~ |f~ yt xzhhjxx3
Ex: If the input is:
WrongFileName
the output is:
File does not exist
.
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Solution
Mean ( u ) =100
Standard Deviation ( sd )=15
Number ( n ) = 40
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INSTRUCTIONS For this assignment you will be generating all code on y.pdf
INSTRUCTIONS For this assignment you will be generating all code on your own. You will be
submitting two primary files, and then another optionally another node file. The files you will
need to submit: - ConvertcodeToText. java - TurnTextToCode.java - Node.java - maybe
HUFFMAN CODE In the general word of computer science we use the ASCII code to turn
characters on the computer sereen into binary for storage in memory. The ASCII code was
developed in 1963 and encoded 127 "characters" into 7 bit representations. This code was then
expanded upon in 1992 with the introduction of UTF-8 encoding which allowed for 1/2/3/4 byte
representations (8/16/24/32 bit ). However the thing about these codes is that each character
requires the same amount of space, so the most common character and the least common
character require the same number of bits. However in 1952 when memory and storage space
was extremely primitive and expensive, David A. Huffman of MIT developed an encoding idea
that was based on the relative frequency of each symbol. The idea being that the most common
symbol would be given the smallest number of bits, and the least common symbol would be
given longer bits. In this way, storage space would be saved, and at the time, saving even a single
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However the major downside to this, is that each and every documeat would develop its own
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In JAVA Encode and print each sentence in the file using a basic Caesa.pdf
In JAVA
Encode and print each sentence in the file using a basic Caesar Cipher.
- Encode the characters by shifting their Unicode value by 5
- For example if we encoded the character 'A' with a shift of 5 it would become the character 'F'
- For example if we encoded the character 'X' with a shift of 5 it would become the character ']'
- Spaces should be printed but not encoded
- Use the method caesarCipher
Write each encoded sentence to a new text file called encoded.txt
- If a IOException is thrown catch the exception and alert the user of the error
- Use the method encodedFile
(The main method cannot be set to throw any exceptions. The text file will contain multiple lines
and each line will correspond to a single sentence.)
Sample Output:
Ex: If input is:
anexample.txt
the output is:
Please enter the name of the file:
It tw it sty1 ymjwj nx st yw~&
Qnkj nx f qtsl qjxxts ns mzrnqny~3
Ex: If input is:
anexample2.txt
the output is:
Please enter the name of the file:
Mjqqt Qnq~1 ~tz itnsl |jqqD
N,r knsj&&&&&
Qnkj nx tzwx yt gj xujsy1 sty yt gj xf{ji3
\j mf{j mtuj3333 Wjgjqqntsx fwj gznqy ts mtuj3333
N kfnqji r~ |f~ yt xzhhjxx3
Ex: If the input is:
WrongFileName
the output is:
File does not exist
.
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Strings in Python are sequence of characters that are immutable. They can be indexed, sliced, concatenated and their cases can be changed. Common string methods include find, count, strip, replace, capitalize etc. Lists are mutable sequences that can contain elements of different types. Common list operations include append, insert, pop, remove, sort etc. Tuples are immutable sequences that can be nested and support operations like slicing, indexing, unpacking etc. Sets are unordered collections of unique elements that support membership testing and set operations. Dictionaries are mutable mappings of unique keys to values that support various operations like get, update, keys, values etc.
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IQ scores are normally distributed with a mean of 100 and a standard deviation of 15. What is
the probability a random sample of 40 people have a mean IQ score more than 80?
Solution
Mean ( u ) =100
Standard Deviation ( sd )=15
Number ( n ) = 40
Normal Distribution = Z= X- u / (sd/Sqrt(n) ~ N(0,1)
P(X > 80) = (80-100)/15/ Sqrt ( 40 )
= -20/2.372= -8.4327
= P ( Z >-8.4327) From Standard Normal Table
= 1.
INSTRUCTIONS For this assignment you will be generating all code on y.pdf
INSTRUCTIONS For this assignment you will be generating all code on your own. You will be
submitting two primary files, and then another optionally another node file. The files you will
need to submit: - ConvertcodeToText. java - TurnTextToCode.java - Node.java - maybe
HUFFMAN CODE In the general word of computer science we use the ASCII code to turn
characters on the computer sereen into binary for storage in memory. The ASCII code was
developed in 1963 and encoded 127 "characters" into 7 bit representations. This code was then
expanded upon in 1992 with the introduction of UTF-8 encoding which allowed for 1/2/3/4 byte
representations (8/16/24/32 bit ). However the thing about these codes is that each character
requires the same amount of space, so the most common character and the least common
character require the same number of bits. However in 1952 when memory and storage space
was extremely primitive and expensive, David A. Huffman of MIT developed an encoding idea
that was based on the relative frequency of each symbol. The idea being that the most common
symbol would be given the smallest number of bits, and the least common symbol would be
given longer bits. In this way, storage space would be saved, and at the time, saving even a single
bit was valuable.
However the major downside to this, is that each and every documeat would develop its own
code, one that changed based upon the number of times a particular symbol came up. In common
English, the letter " en is the most common letter, so it would tend to have a small encoding, but
there is a novel called Gadsby that is 50,000 words and uses the letter ' e4 times. So the Huffman
Coding of this would give 'e' a abnormally large number of bits compared to normal writing.
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of adding the node class to main class, or creating a second file for it. This program will ask the
user for the name of a text file to read, and will then generate the Huffman Code for that
document, and the print off two files. - The first file will be the code itself. - The second file will
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create a Huffman code you will be mixing up and using a Priority Queue and a type of tree. You
should use the built in Java Priority Queue, but you will need to hold a custom tree in your code.
Note that due to subtle differences in execution, different versions of this program may output a
slightly different code each time you run it. That is fine, as long as when you combine the code +
huff encoding, the final output should be the same. In particular, your results my not match my
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Test Run
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Enter a data value
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9
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structure of plant communities across different temporal and spatial scales. These changes can
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