Back to Alphabet

Curated by : Lesandu Wenitha Sugathadasa

{"parts":[{"partUri":"/matlab/document.xml","contentType":"application/vnd.mathworks.matlab.code.document+xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\"?><w:document xmlns:w=\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\"><w:body><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>                                  Back to alphabet!</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t></w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Solve these problems based on the key board and the alphaet!</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>                                       </w:t></w:r><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"191\"/><w:attr w:name=\"width\" w:val=\"264\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t></w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Look at the aplhabet:-</w:t></w:r><w:hyperlink w:docLocation=\"https://en.wikipedia.org/wiki/Alphabet\"><w:r><w:t>Alphabet</w:t></w:r></w:hyperlink></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Lokk at the key board:-</w:t></w:r><w:hyperlink w:docLocation=\"https://en.wikipedia.org/wiki/QWERTY\"><w:r><w:t>Key Board QWERTY</w:t></w:r></w:hyperlink></w:p></w:body></w:document>","relationship":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","target":"/media/image1.jpeg","relationshipId":"rId1"}]},{"partUri":"/media/image1.jpeg","contentType":"image/jpeg","content":"data:image/jpeg;base64,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","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; "><div style="block-size: 371px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 289px 185.5px; transform-origin: 289px 185.5px; vertical-align: baseline; "><div style="block-size: 20px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 266px 10px; text-align: left; transform-origin: 266px 10px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">                                  Back to alphabet!</span></span></div><div style="block-size: 20px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 266px 10px; text-align: left; transform-origin: 266px 10px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style=""></span></span></div><div style="block-size: 20px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 266px 10px; text-align: left; transform-origin: 266px 10px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">Solve these problems based on the key board and the alphaet!</span></span></div><div style="block-size: 197px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 266px 98.5px; text-align: left; transform-origin: 266px 98.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">                                       </span></span><img class="imageNode" width="264" height="191" style="vertical-align: baseline;width: 264px;height: 191px" src="data:image/jpeg;base64,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" data-image-state="image-loaded"></div><div style="block-size: 20px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 266px 10px; text-align: left; transform-origin: 266px 10px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style=""></span></span></div><div style="block-size: 20px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 266px 10px; text-align: left; transform-origin: 266px 10px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">Look at the aplhabet:-</span></span><a target='_blank' href = "https://en.wikipedia.org/wiki/Alphabet"><span style=""><span style="">Alphabet</span></span></a></div><div style="block-size: 20px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 266px 10px; text-align: left; transform-origin: 266px 10px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">Lokk at the key board:-</span></span><a target='_blank' href = "https://en.wikipedia.org/wiki/QWERTY"><span style=""><span style="">Key Board QWERTY</span></span></a></div></div></div>

Community Group Solver

+50 points

Problem Title	Likes	Solvers
Problem 44815. Word Distance - Sum Created by: goc3 Tags distance, string, letter	3	81
Problem 27. Pangrams! Created by: Cody Team Tags strings	26	2488
Problem 50. QWERTY coordinates Created by: Cody Team Tags indexing	8	1262
Problem 723. QWERTY Shift Encoder Created by: Richard Zapor Tags string, lexi, code	1	92
Problem 724. QWERTY Shift Code Decoder Created by: Richard Zapor Tags code, char, str2num	1	91
Problem 462. letter yes yes & letter no no Created by: AMITAVA BISWAS Tags string, letter, alphabet	2	326
Problem 185. Data decompression Created by: Tomasz Tags strings, prefix free codes, bit manipulation	5	43
Problem 70. Alphabetize by last name Created by: Cody Team Tags regexp, sorting	9	1160
Problem 1383. Count letters occurence in text, specific to words with a given length. Created by: Cedric Wannaz Tags regexp, letters, counts	1	84
Problem 733. Extract Built In Functions and Toolbox Functions from String or Function Handle Created by: Richard Zapor Tags regexp, match, unique	3	35

Recent Group Finishers24

Recent Activity

	George Iskander submitted Solution 4647773 to Problem 462. letter yes yes & letter no no on 23 Jan 2021 at 7:31
	George Iskander submitted Solution 4647408 to Problem 27. Pangrams! on 23 Jan 2021 at 5:08
	George Iskander submitted Solution 4647373 to Problem 44815. Word Distance - Sum on 23 Jan 2021 at 5:01
	Jonathan Agg submitted Solution 4586268 to Problem 733. Extract Built In Functions and Toolbox Functions from String or Function Handle on 12 Jan 2021 at 21:05
	Jonathan Agg submitted Solution 4586258 to Problem 733. Extract Built In Functions and Toolbox Functions from String or Function Handle on 12 Jan 2021 at 21:03

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!