Problem 55255. Create block matrix of integers (j+k-1) - Part I

Created by Matt Tearle

Solve Later

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The elements of the (j,k)th block all have the same value: (j+k-1).</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>For example, if m = 4, n = 3, p = 2, and q = 3, the matrix is:</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"474\"/><w:attr w:name=\"width\" w:val=\"688\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"An 8-by-9 matrix with each 2-by-3 block shaded a different color. The 4 (m) vertical and 3 (n) horizontal blocks are noted. The 2-by-3 (p-by-q) size of each block is also noted.\"/><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>You can assume m, n, p, and q are all positive integers. (They can have the value 1, however.)</w:t></w:r></w:p></w:body></w:document>","relationship":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","target":"/media/image1.png","relationshipId":"rId1"}]},{"partUri":"/media/image1.png","contentType":"image/png","content":"data:image/png;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: 20.4333px; 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: rgb(0, 0, 0); white-space: normal; "><div style="block-size: 590.5px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 295.25px; transform-origin: 407px 295.25px; vertical-align: baseline; "><div style="block-size: 42px; 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: 384px 21px; text-align: left; transform-origin: 384px 21px; 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: 381px 8px; transform-origin: 381px 8px; unicode-bidi: normal; "><span style="">Given m, n, p, and q, create a matrix of m-by-n blocks (submatrices), each sized p-by-q. The elements of the (j,k)th block all have the same value: (j+k-1).</span></span></div><div style="block-size: 21px; 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: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; 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: 183.5px 8px; transform-origin: 183.5px 8px; unicode-bidi: normal; "><span style="">For example, if m = 4, n = 3, p = 2, and q = 3, the matrix is:</span></span></div><div style="block-size: 479.5px; 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: 384px 239.75px; text-align: left; transform-origin: 384px 239.75px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline;width: 688px;height: 474px" 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" alt="An 8-by-9 matrix with each 2-by-3 block shaded a different color. The 4 (m) vertical and 3 (n) horizontal blocks are noted. The 2-by-3 (p-by-q) size of each block is also noted." data-image-state="image-loaded" width="688" height="474"></div><div style="block-size: 21px; 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: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; 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: 297.5px 8px; transform-origin: 297.5px 8px; unicode-bidi: normal; "><span style="">You can assume m, n, p, and q are all positive integers. (They can have the value 1, however.)</span></span></div></div></div>

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Problem 55255. Create block matrix of integers (j+k-1) - Part I

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Problem 55255. Create block matrix of integers (j+k-1) - Part I

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