Module 9: Inverse Transforms and Functions of Matrices

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        "html": "\n\n<img alt=\"Item\" src=\"/images/ci/sets/set01/document_on.gif\" class=\"item_icon\">\n\n<div class=\"item clearfix\" id=\"_8341843_1\">\n\n <h3>\n  <span class=\"reorder editmode hideme\"><span><img src=\"/images/ci/icons/generic_updown.gif\" alt=\"\"></span></span>\n\n\n\n     <span style=\"color:#0067ac;\">Module at a Glance</span>\n </h3>\n   \n </div>\n\n\n\n<div class=\"details\">\n    <div class=\"vtbegenerated\"> \n <h3 style=\"color: #0067ac;\"><span style=\"font-size: small;\">Objectives</span></h3> \n <p>By the end of this module, you will be able to:</p> \n <ul> \n  <li>Compute inverse Laplace and z-transforms via residue integration.</li> \n  <li>Apply Laplace and z-transforms to study discrete-time and continuous-time signal processing, and dynamical systems.</li> \n  <li>Determine the properties of a holomorphic function of a matrix.</li> \n  <li>Apply matrix functions to the study of dynamical systems.</li> \n </ul> \n <h3 style=\"color: #0067ac;\"><span style=\"font-size: small;\">How to Complete This Module:</span></h3> \n <ol> \n  <li>View the video lectures in sequence. As you go through the videos, participate in the class discussion group.</li> \n  <li>Read the assigned problems. Note that the problem labelled in boldface (on Bromwich contour for a branch cut) extends some of the concepts discussed in the lectures.</li> \n  <li>Review the instructions for Mini-Project 1, identifying in particular those tasks that will require application of the new material presented in this module.</li> \n  <li>Read the Lecture Notes that accompany the module.</li> \n  <li>Submit Assignment 9. As you work on the problems:</li> \n  <ul> \n   <li>Participate in the class discussions.</li> \n   <li>Refer to the notes or review certain videos as necessary.</li> \n   <li>You may find that you need to review some topics covered in prior modules. It is important to pose questions to the instructor who can guide you through a review process if it is necessary.</li> \n  </ul> \n  <li>Submit Mini-Project 1.</li> \n </ol> \n</div>\n  </div>\n\n <div id=\"_8341843_1previewModule\" class=\"moduleSample\">\n </div>\n"
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    "html": "\n\n<img alt=\"Item\" src=\"/images/ci/sets/set01/document_on.gif\" class=\"item_icon\">\n\n<div class=\"item clearfix\" id=\"_8341843_1\">\n\n <h3>\n  <span class=\"reorder editmode hideme\"><span><img src=\"/images/ci/icons/generic_updown.gif\" alt=\"\"></span></span>\n\n\n\n     <span style=\"color:#0067ac;\">Module at a Glance</span>\n </h3>\n   \n </div>\n\n\n\n<div class=\"details\">\n    <div class=\"vtbegenerated\"> \n <h3 style=\"color: #0067ac;\"><span style=\"font-size: small;\">Objectives</span></h3> \n <p>By the end of this module, you will be able to:</p> \n <ul> \n  <li>Compute inverse Laplace and z-transforms via residue integration.</li> \n  <li>Apply Laplace and z-transforms to study discrete-time and continuous-time signal processing, and dynamical systems.</li> \n  <li>Determine the properties of a holomorphic function of a matrix.</li> \n  <li>Apply matrix functions to the study of dynamical systems.</li> \n </ul> \n <h3 style=\"color: #0067ac;\"><span style=\"font-size: small;\">How to Complete This Module:</span></h3> \n <ol> \n  <li>View the video lectures in sequence. As you go through the videos, participate in the class discussion group.</li> \n  <li>Read the assigned problems. Note that the problem labelled in boldface (on Bromwich contour for a branch cut) extends some of the concepts discussed in the lectures.</li> \n  <li>Review the instructions for Mini-Project 1, identifying in particular those tasks that will require application of the new material presented in this module.</li> \n  <li>Read the Lecture Notes that accompany the module.</li> \n  <li>Submit Assignment 9. As you work on the problems:</li> \n  <ul> \n   <li>Participate in the class discussions.</li> \n   <li>Refer to the notes or review certain videos as necessary.</li> \n   <li>You may find that you need to review some topics covered in prior modules. It is important to pose questions to the instructor who can guide you through a review process if it is necessary.</li> \n  </ul> \n  <li>Submit Mini-Project 1.</li> \n </ol> \n</div>\n  </div>\n\n <div id=\"_8341843_1previewModule\" class=\"moduleSample\">\n </div>\n",
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        "title": "Module at a Glance\n ObjectivesHow to Complete This Module:",
        "body": "\n    <div> \n <h3><span>Objectives</span></h3> \n <p>By the end of this module, you will be able to:</p> \n <ul> \n  <li>Compute inverse Laplace and z-transforms via residue integration.</li> \n  <li>Apply Laplace and z-transforms to study discrete-time and continuous-time signal processing, and dynamical systems.</li> \n  <li>Determine the properties of a holomorphic function of a matrix.</li> \n  <li>Apply matrix functions to the study of dynamical systems.</li> \n </ul> \n <h3><span>How to Complete This Module:</span></h3> \n <ol> \n  <li>View the video lectures in sequence. As you go through the videos, participate in the class discussion group.</li> \n  <li>Read the assigned problems. Note that the problem labelled in boldface (on Bromwich contour for a branch cut) extends some of the concepts discussed in the lectures.</li> \n  <li>Review the instructions for Mini-Project 1, identifying in particular those tasks that will require application of the new material presented in this module.</li> \n  <li>Read the Lecture Notes that accompany the module.</li> \n  <li>Submit Assignment 9. As you work on the problems:</li> \n  <ul> \n   <li>Participate in the class discussions.</li> \n   <li>Refer to the notes or review certain videos as necessary.</li> \n   <li>You may find that you need to review some topics covered in prior modules. It is important to pose questions to the instructor who can guide you through a review process if it is necessary.</li> \n  </ul> \n  <li>Submit Mini-Project 1.</li> \n </ol> \n</div>\n  "
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Some of the more technical points regarding proofs may be a bit challenging, but the experience gained in reading through those sections at least once is worthwhile.<br><br></li> \n  <li>There is no single external source to supplement the notes. You should contact the instructor if there is a particular topic you would like to see in another source, whether for now or after the course ends. In any case, your time is most productively spent on going through the given notes and videos, working on the problems and Mini-Project, and discussing the material with other students and the instructor.<br><br></li> \n  <li>Since this module is a direct continuation of the previous one, you may find you need to review certain topics from Module 8.</li> \n </ul> \n</div>\n  </div>\n\n <div id=\"_8341844_1previewModule\" class=\"moduleSample\">\n </div>\n",
        "url": "https://blackboard.jhu.edu/bbcswebdav/pid-8341844-dt-content-rid-91999382_2/xid-91999382_2",
        "title": "Module 9 Lecture Notes (PDF)"
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    "html": "\n\n<img alt=\"Item\" src=\"/images/ci/sets/set01/document_on.gif\" class=\"item_icon\">\n\n<div class=\"item clearfix\" id=\"_8341844_1\">\n\n <h3>\n  <span class=\"reorder editmode hideme\"><span><img src=\"/images/ci/icons/generic_updown.gif\" alt=\"\"></span></span>\n\n\n\n     <span style=\"color:#0067AC;\">Readings</span>\n </h3>\n   \n </div>\n\n\n\n<div class=\"details\">\n    <div class=\"vtbegenerated\"> \n <ul> \n  <li><span class=\"axScoreIndicator axVtbeEmbedded application\"><span data-ally-scoreindicator=\"_91999382_2\"></span></span>\n<a href=\"https://blackboard.jhu.edu/bbcswebdav/pid-8341844-dt-content-rid-91999382_2/xid-91999382_2\" target=\"_blank\" rel=\"noreferrer noopener\">Module 9 Lecture Notes (PDF)</a> \n<span class=\"contextMenuContainer application\" style=\" display: inline;\" bb:menugeneratorurl=\"/webapps/cmsmain/webui/courses/EN.625.703.81.SU20/Module09/Module%209%20Lecture%20Notes.pdf?action=details&amp;subaction=generateFileMenuItem&amp;uniq=vd00k5&amp;course_id=_207703_1&amp;ctxMenuXythosId=91999382_2&amp;course_id=_207703_1\" bb:navitem=\"\" bb:contextparameters=\"\" bb:menuorder=\"openId_5a4543c9f15f4121ab4ff31f381e8917,open_with_browser_5a4543c9f15f4121ab4ff31f381e8917,open_with_bbdrive_5a4543c9f15f4121ab4ff31f381e8917,openWebId_5a4543c9f15f4121ab4ff31f381e8917,view360Id_5a4543c9f15f4121ab4ff31f381e8917,*separator*,*separator*,ax-ally-placeholder_5a4543c9f15f4121ab4ff31f381e8917,ax-ally-markForAxAnalysis_5a4543c9f15f4121ab4ff31f381e8917,*separator*,*separator*,content_settings_5a4543c9f15f4121ab4ff31f381e8917,content_editSettings_5a4543c9f15f4121ab4ff31f381e8917,content_edit_5a4543c9f15f4121ab4ff31f381e8917,properties_folder_5a4543c9f15f4121ab4ff31f381e8917,itemcarot_managerecord_5a4543c9f15f4121ab4ff31f381e8917,comments_tool_5a4543c9f15f4121ab4ff31f381e8917,subscriptions_list_5a4543c9f15f4121ab4ff31f381e8917,content_readfile_5a4543c9f15f4121ab4ff31f381e8917,content_overwrite_5a4543c9f15f4121ab4ff31f381e8917,passes_tool_5a4543c9f15f4121ab4ff31f381e8917,permissions_tool_5a4543c9f15f4121ab4ff31f381e8917,content_add_alignment_5a4543c9f15f4121ab4ff31f381e8917,content_tracking_5a4543c9f15f4121ab4ff31f381e8917,content_versions_5a4543c9f15f4121ab4ff31f381e8917,*separator*,*separator*,bookmarkId_5a4543c9f15f4121ab4ff31f381e8917,itemsId_5a4543c9f15f4121ab4ff31f381e8917,packagesId_5a4543c9f15f4121ab4ff31f381e8917,emailId_5a4543c9f15f4121ab4ff31f381e8917,removeContentFolderId_5a4543c9f15f4121ab4ff31f381e8917,*separator*,copyContentId_5a4543c9f15f4121ab4ff31f381e8917,moveContentId_5a4543c9f15f4121ab4ff31f381e8917,*separator*,removeContentId_5a4543c9f15f4121ab4ff31f381e8917,*separator*,Metadata_General_5a4543c9f15f4121ab4ff31f381e8917,Metadata_Dublin_Core_5a4543c9f15f4121ab4ff31f381e8917,Metadata_IMS_5a4543c9f15f4121ab4ff31f381e8917,Metadata_Full_IMS_5a4543c9f15f4121ab4ff31f381e8917,\" bb:overwritenavitems=\"\" bb:beforeshowfunc=\"\"> <a id=\"cmlink_5a4543c9f15f4121ab4ff31f381e8917\" onfocus=\"page.ContextMenu.LI(event, 'cmdiv_5a4543c9f15f4121ab4ff31f381e8917',true);\" onmouseover=\"page.ContextMenu.LI(event, 'cmdiv_5a4543c9f15f4121ab4ff31f381e8917',true);\" class=\"cmimg editmode jsInit   cmimg-hide\" href=\"#contextMenu\" title=\"Click for more options\"> <img src=\"/images/ci/icons/cmlink_generic.gif\" alt=\"Click for more options\" onload=\"page.ContextMenu.LI(event, 'cmdiv_5a4543c9f15f4121ab4ff31f381e8917',true);\"></a> \n  </span> \n<input type=\"hidden\" name=\"91999382_2_fileReadWritePermAvl\" id=\"91999382_2_fileReadWritePermAvl\" value=\"false\"> \n<script type=\"text/javascript\" src=\"/javascript/cdn.js\"></script> \n<script type=\"text/javascript\" src=\"/groupjs/FF147D720E72E17F96127A7085584389.js?v=3800.0.9-rel.16+8f8c3e7\"></script> \n<script type=\"text/javascript\" src=\"/webapps/cmsmain/dirlistrightframe/dirlist.js?v=3800.0.9-rel.16+8f8c3e7\"></script> \n<script type=\"text/javascript\" src=\"/webapps/cmsmain/static/bbDriveUtil.js?v=3800.0.9-rel.16+8f8c3e7\"></script> \n<script type=\"text/javascript\">\n    (function(){\n     var f = function(){\n           if ( window.DWREngine )\n      {\n       if( DWREngine._batch )\n       {\n      \t try {DWREngine.endBatch();} catch(ignore) {}\n       }\n       try {DWREngine.beginBatch();} catch(ignore) {}\n      } \n             page.ContextMenu.hideMenuDiv('5a4543c9f15f4121ab4ff31f381e8917');\n            if ( window.DWREngine )\n      {\n        try {DWREngine.endBatch();} catch(ignore) {}\n      }\n               };\n     var f2 = function()\n     {\n       if ( page.isLoaded )\n       {\n         f();\n       }\n       else\n       {\n         setTimeout( f2, 500 );\n       }\n     }\n     f2();\n    })();\n   </script>: Read the Lecture Notes at least once through. Some of the more technical points regarding proofs may be a bit challenging, but the experience gained in reading through those sections at least once is worthwhile.<br><br></li> \n  <li>There is no single external source to supplement the notes. You should contact the instructor if there is a particular topic you would like to see in another source, whether for now or after the course ends. In any case, your time is most productively spent on going through the given notes and videos, working on the problems and Mini-Project, and discussing the material with other students and the instructor.<br><br></li> \n  <li>Since this module is a direct continuation of the previous one, you may find you need to review certain topics from Module 8.</li> \n </ul> \n</div>\n  </div>\n\n <div id=\"_8341844_1previewModule\" class=\"moduleSample\">\n </div>\n",
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        "body": "\n    <div> \n <ul> \n  <li>\n<a href=\"https://blackboard.jhu.edu/bbcswebdav/pid-8341844-dt-content-rid-91999382_2/xid-91999382_2\" target=\"_blank\" rel=\"noreferrer noopener\">Module 9 Lecture Notes (PDF)</a> \n<span bb:menugeneratorurl=\"/webapps/cmsmain/webui/courses/EN.625.703.81.SU20/Module09/Module%209%20Lecture%20Notes.pdf?action=details&amp;subaction=generateFileMenuItem&amp;uniq=vd00k5&amp;course_id=_207703_1&amp;ctxMenuXythosId=91999382_2&amp;course_id=_207703_1\" bb:navitem=\"\" bb:contextparameters=\"\" bb:menuorder=\"openId_5a4543c9f15f4121ab4ff31f381e8917,open_with_browser_5a4543c9f15f4121ab4ff31f381e8917,open_with_bbdrive_5a4543c9f15f4121ab4ff31f381e8917,openWebId_5a4543c9f15f4121ab4ff31f381e8917,view360Id_5a4543c9f15f4121ab4ff31f381e8917,*separator*,*separator*,ax-ally-placeholder_5a4543c9f15f4121ab4ff31f381e8917,ax-ally-markForAxAnalysis_5a4543c9f15f4121ab4ff31f381e8917,*separator*,*separator*,content_settings_5a4543c9f15f4121ab4ff31f381e8917,content_editSettings_5a4543c9f15f4121ab4ff31f381e8917,content_edit_5a4543c9f15f4121ab4ff31f381e8917,properties_folder_5a4543c9f15f4121ab4ff31f381e8917,itemcarot_managerecord_5a4543c9f15f4121ab4ff31f381e8917,comments_tool_5a4543c9f15f4121ab4ff31f381e8917,subscriptions_list_5a4543c9f15f4121ab4ff31f381e8917,content_readfile_5a4543c9f15f4121ab4ff31f381e8917,content_overwrite_5a4543c9f15f4121ab4ff31f381e8917,passes_tool_5a4543c9f15f4121ab4ff31f381e8917,permissions_tool_5a4543c9f15f4121ab4ff31f381e8917,content_add_alignment_5a4543c9f15f4121ab4ff31f381e8917,content_tracking_5a4543c9f15f4121ab4ff31f381e8917,content_versions_5a4543c9f15f4121ab4ff31f381e8917,*separator*,*separator*,bookmarkId_5a4543c9f15f4121ab4ff31f381e8917,itemsId_5a4543c9f15f4121ab4ff31f381e8917,packagesId_5a4543c9f15f4121ab4ff31f381e8917,emailId_5a4543c9f15f4121ab4ff31f381e8917,removeContentFolderId_5a4543c9f15f4121ab4ff31f381e8917,*separator*,copyContentId_5a4543c9f15f4121ab4ff31f381e8917,moveContentId_5a4543c9f15f4121ab4ff31f381e8917,*separator*,removeContentId_5a4543c9f15f4121ab4ff31f381e8917,*separator*,Metadata_General_5a4543c9f15f4121ab4ff31f381e8917,Metadata_Dublin_Core_5a4543c9f15f4121ab4ff31f381e8917,Metadata_IMS_5a4543c9f15f4121ab4ff31f381e8917,Metadata_Full_IMS_5a4543c9f15f4121ab4ff31f381e8917,\" bb:overwritenavitems=\"\" bb:beforeshowfunc=\"\"> <a id=\"cmlink_5a4543c9f15f4121ab4ff31f381e8917\" onfocus=\"page.ContextMenu.LI(event, 'cmdiv_5a4543c9f15f4121ab4ff31f381e8917',true);\" onmouseover=\"page.ContextMenu.LI(event, 'cmdiv_5a4543c9f15f4121ab4ff31f381e8917',true);\" href=\"#contextMenu\" title=\"Click for more options\"> </a> \n  </span> \n \n \n \n \n \n: Read the Lecture Notes at least once through. Some of the more technical points regarding proofs may be a bit challenging, but the experience gained in reading through those sections at least once is worthwhile.</li> \n  <li>There is no single external source to supplement the notes. You should contact the instructor if there is a particular topic you would like to see in another source, whether for now or after the course ends. In any case, your time is most productively spent on going through the given notes and videos, working on the problems and Mini-Project, and discussing the material with other students and the instructor.</li> \n  <li>Since this module is a direct continuation of the previous one, you may find you need to review certain topics from Module 8.</li> \n </ul> \n</div>\n  "
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data-ally-scoreindicator=\"_91999378_2\"></span></span>\n<a href=\"https://blackboard.jhu.edu/bbcswebdav/pid-8341845-dt-content-rid-91999378_2/xid-91999378_2\" target=\"_blank\" rel=\"noreferrer noopener\">09E_Slides</a> \n<span class=\"contextMenuContainer application\" style=\" display: inline;\" bb:menugeneratorurl=\"/webapps/cmsmain/webui/courses/EN.625.703.81.SU20/Module09/09E_Slides.pdf?action=details&amp;subaction=generateFileMenuItem&amp;uniq=vd00kf&amp;course_id=_207703_1&amp;ctxMenuXythosId=91999378_2&amp;course_id=_207703_1\" bb:navitem=\"\" bb:contextparameters=\"\" 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src=\"/webapps/cmsmain/dirlistrightframe/dirlist.js?v=3800.0.9-rel.16+8f8c3e7\"></script> \n<script type=\"text/javascript\" src=\"/webapps/cmsmain/static/bbDriveUtil.js?v=3800.0.9-rel.16+8f8c3e7\"></script> \n<script type=\"text/javascript\">\n    (function(){\n     var f = function(){\n           if ( window.DWREngine )\n      {\n       if( DWREngine._batch )\n       {\n      \t try {DWREngine.endBatch();} catch(ignore) {}\n       }\n       try {DWREngine.beginBatch();} catch(ignore) {}\n      } \n             page.ContextMenu.hideMenuDiv('def207ebd308477480e6a6e23bf89d41');\n            if ( window.DWREngine )\n      {\n        try {DWREngine.endBatch();} catch(ignore) {}\n      }\n               };\n     var f2 = function()\n     {\n       if ( page.isLoaded )\n       {\n         f();\n       }\n       else\n       {\n         setTimeout( f2, 500 );\n       }\n     }\n     f2();\n    })();\n   </script><p></p> \n <p><span class=\"axScoreIndicator axVtbeEmbedded application\"><span 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src=\"/webapps/cmsmain/dirlistrightframe/dirlist.js?v=3800.0.9-rel.16+8f8c3e7\"></script> \n<script type=\"text/javascript\" src=\"/webapps/cmsmain/static/bbDriveUtil.js?v=3800.0.9-rel.16+8f8c3e7\"></script> \n<script type=\"text/javascript\">\n    (function(){\n     var f = function(){\n           if ( window.DWREngine )\n      {\n       if( DWREngine._batch )\n       {\n      \t try {DWREngine.endBatch();} catch(ignore) {}\n       }\n       try {DWREngine.beginBatch();} catch(ignore) {}\n      } \n             page.ContextMenu.hideMenuDiv('9031056f7f954e30af4acb39d6a8fb52');\n            if ( window.DWREngine )\n      {\n        try {DWREngine.endBatch();} catch(ignore) {}\n      }\n               };\n     var f2 = function()\n     {\n       if ( page.isLoaded )\n       {\n         f();\n       }\n       else\n       {\n         setTimeout( f2, 500 );\n       }\n     }\n     f2();\n    })();\n   </script><p></p> \n</div>\n  </div>\n\n <div id=\"_8341845_1previewModule\" class=\"moduleSample\">\n </div>\n",
        "url": "https://blackboard.jhu.edu/webapps/blackboard/content/launchLink.jsp?course_id=_207703_1&content_id=_8341845_1&mode=view",
        "title": "Video Lectures"
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src=\"https://www.kaltura.com/p/1458241/sp/145824100/embedIframeJs/uiconf_id/16721441/partner_id/1458241/widget_id/1_zqqmv6tj?iframeembed=true&amp;playerId=kaltura_player_&amp;flashvars[playlistAPI.kpl0Id]=1_5li4mi2l&amp;flashvars[ks]=&amp;&amp;flashvars[imageDefaultDuration]=30&amp;flashvars[localizationCode]=en&amp;flashvars[leadWithHTML5]=true&amp;flashvars[forceMobileHTML5]=true&amp;flashvars[nextPrevBtn.plugin]=true&amp;flashvars[sideBarContainer.plugin]=true&amp;flashvars[sideBarContainer.position]=left&amp;flashvars[sideBarContainer.clickToClose]=true&amp;flashvars[chapters.plugin]=true&amp;flashvars[chapters.layout]=vertical&amp;flashvars[chapters.thumbnailRotator]=false&amp;flashvars[streamSelector.plugin]=true&amp;flashvars[EmbedPlayer.SpinnerTarget]=videoHolder&amp;flashvars[dualScreen.plugin]=true&amp;flashvars[playlistAPI.playlistUrl]=https://kaf.ep.jhu.edu/playlist/details/{playlistAPI.kpl0Id}/categoryid/165308111\" allowfullscreen=\"\" webkitallowfullscreen=\"\" 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data-ally-scoreindicator=\"_91999378_2\"></span></span>\n<a href=\"https://blackboard.jhu.edu/bbcswebdav/pid-8341845-dt-content-rid-91999378_2/xid-91999378_2\" target=\"_blank\" rel=\"noreferrer noopener\">09E_Slides</a> \n<span class=\"contextMenuContainer application\" style=\" display: inline;\" bb:menugeneratorurl=\"/webapps/cmsmain/webui/courses/EN.625.703.81.SU20/Module09/09E_Slides.pdf?action=details&amp;subaction=generateFileMenuItem&amp;uniq=vd00kf&amp;course_id=_207703_1&amp;ctxMenuXythosId=91999378_2&amp;course_id=_207703_1\" bb:navitem=\"\" bb:contextparameters=\"\" 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class=\"moduleSample\">\n </div>\n",
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        "body": "\n    <div> \n <p>\n<a href=\"https://blackboard.jhu.edu/bbcswebdav/pid-8341856-dt-content-rid-91999381_2/xid-91999381_2\" target=\"_blank\" rel=\"noreferrer noopener\">Assignment 9</a> \n<span bb:menugeneratorurl=\"/webapps/cmsmain/webui/courses/EN.625.703.81.SU20/Module09/Assignment9.pdf?action=details&amp;subaction=generateFileMenuItem&amp;uniq=vd00kl&amp;course_id=_207703_1&amp;ctxMenuXythosId=91999381_2&amp;course_id=_207703_1\" bb:navitem=\"\" bb:contextparameters=\"\" bb:menuorder=\"openId_1258bdabe2fc4fbbab29e1bfd853fdde,open_with_browser_1258bdabe2fc4fbbab29e1bfd853fdde,open_with_bbdrive_1258bdabe2fc4fbbab29e1bfd853fdde,openWebId_1258bdabe2fc4fbbab29e1bfd853fdde,view360Id_1258bdabe2fc4fbbab29e1bfd853fdde,*separator*,*separator*,ax-ally-placeholder_1258bdabe2fc4fbbab29e1bfd853fdde,ax-ally-markForAxAnalysis_1258bdabe2fc4fbbab29e1bfd853fdde,*separator*,*separator*,content_settings_1258bdabe2fc4fbbab29e1bfd853fdde,content_editSettings_1258bdabe2fc4fbbab29e1bfd853fdde,content_edit_1258bdabe2fc4fbbab29e1bfd853fdde,properties_folder_1258bdabe2fc4fbbab29e1bfd853fdde,itemcarot_managerecord_1258bdabe2fc4fbbab29e1bfd853fdde,comments_tool_1258bdabe2fc4fbbab29e1bfd853fdde,subscriptions_list_1258bdabe2fc4fbbab29e1bfd853fdde,content_readfile_1258bdabe2fc4fbbab29e1bfd853fdde,content_overwrite_1258bdabe2fc4fbbab29e1bfd853fdde,passes_tool_1258bdabe2fc4fbbab29e1bfd853fdde,permissions_tool_1258bdabe2fc4fbbab29e1bfd853fdde,content_add_alignment_1258bdabe2fc4fbbab29e1bfd853fdde,content_tracking_1258bdabe2fc4fbbab29e1bfd853fdde,content_versions_1258bdabe2fc4fbbab29e1bfd853fdde,*separator*,*separator*,bookmarkId_1258bdabe2fc4fbbab29e1bfd853fdde,itemsId_1258bdabe2fc4fbbab29e1bfd853fdde,packagesId_1258bdabe2fc4fbbab29e1bfd853fdde,emailId_1258bdabe2fc4fbbab29e1bfd853fdde,removeContentFolderId_1258bdabe2fc4fbbab29e1bfd853fdde,*separator*,copyContentId_1258bdabe2fc4fbbab29e1bfd853fdde,moveContentId_1258bdabe2fc4fbbab29e1bfd853fdde,*separator*,removeContentId_1258bdabe2fc4fbbab29e1bfd853fdde,*separator*,Metadata_General_1258bdabe2fc4fbbab29e1bfd853fdde,Metadata_Dublin_Core_1258bdabe2fc4fbbab29e1bfd853fdde,Metadata_IMS_1258bdabe2fc4fbbab29e1bfd853fdde,Metadata_Full_IMS_1258bdabe2fc4fbbab29e1bfd853fdde,\" bb:overwritenavitems=\"\" bb:beforeshowfunc=\"\"> <a id=\"cmlink_1258bdabe2fc4fbbab29e1bfd853fdde\" onfocus=\"page.ContextMenu.LI(event, 'cmdiv_1258bdabe2fc4fbbab29e1bfd853fdde',true);\" onmouseover=\"page.ContextMenu.LI(event, 'cmdiv_1258bdabe2fc4fbbab29e1bfd853fdde',true);\" href=\"#contextMenu\" title=\"Click for more options\"> </a> \n </span></p>  \n \n \n \n \n \n has three problems. The first two are fairly straightforward specific examples of topics covered in the module. The third problem involves extending topics covered in this module to a new context. Specifically, whereas the module notes focused on methods for computing the inverse Laplace transform integral for rational functions, in this problem the function of interest has a fractional exponent. \n <p>The assignment is due&nbsp;<strong>by the end of Module 9</strong>, following the Assignment Guidelines.</p> \n <p>To submit the assignment, click the&nbsp;<strong>Assignment 9</strong>&nbsp;title above.</p> \n</div>\n  "
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computer code,&nbsp;not just results!<p></p> \n <p>The Mini-Project is due <strong>by the&nbsp;end of Module 9, </strong>following the Mini-Project Guidelines. 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