{"id":130317,"date":"2024-05-14T14:57:51","date_gmt":"2024-05-14T14:57:51","guid":{"rendered":"https:\/\/ccm-swiss.com\/?p=130317"},"modified":"2024-09-13T08:04:51","modified_gmt":"2024-09-13T08:04:51","slug":"return-on-investment-vs-internal-rate-of-return","status":"publish","type":"post","link":"https:\/\/ccm-swiss.com\/index.php\/2024\/05\/14\/return-on-investment-vs-internal-rate-of-return\/","title":{"rendered":"Return on Investment vs  Internal Rate of Return: What&#8217;s the Difference?"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpg;base64,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\" width=\"259px\" alt=\"what is r&#038;d in accounting\"\/><\/p>\n<p><p>&#8220;Peaceful expression of views is always acceptable  \u2015 but demonstrations cannot disrupt university operations. ASU is committed to maintaining a secure environment <a href=\"https:\/\/www.bookstime.com\/articles\/accounting-for-research-and-development\">what is r&#038;d in accounting<\/a> for everyone.&#8221; When it comes to investments, an average ROI of 7% is considered good. However, it&#8217;s important to keep in mind that this is an average.<\/p>\n<\/p>\n<p><p>The IRR is the rate at which those future cash flows can be discounted to equal $100,000. The longer an investment horizon, the more challenging it may be to accurately project or determine earnings, costs, and other factors, such as the rate of inflation or the tax rate. Two of the most popular and meaningful ways to measure investment performance are return on investment (ROI) and internal rate of return (IRR). Whether an IRR is good or bad will depend on the cost of capital and the opportunity cost of the investor. For instance, a real estate investor might pursue a project with a 25% IRR if comparable alternative real estate investments offer a return of, say, 20% or lower.<\/p>\n<\/p>\n<p><h2>Keep learning about R programming with Coursera<\/h2>\n<\/p>\n<p><p>The&nbsp;IRR rule&nbsp;states that if the IRR on a project or investment is greater than the minimum&nbsp;RRR\u2014typically the&nbsp;cost of capital, then the project or investment can be pursued. IRR differs in that it involves multiple periodic cash flows\u2014reflecting that cash inflows and outflows often constantly occur when it comes to investments. Another distinction is that&nbsp;CAGR&nbsp;is simple enough that it can be calculated easily. The&nbsp;CAGR measures the annual return on an investment over a period of time.<\/p>\n<\/p>\n<p><p>Up to 250 demonstrators participated in an all-day encampment on Friday, which police disbanded, resulting in the arrest of dozens as the protest extended beyond the hours permitted by ASU. This is the latest in demonstrations at college campuses nationwide where protesters have been arrested as they organize against the Israel-Hamas war. Manhattan District Attorney Alvin Bragg\u2019s evidence may be defensible as far as a jury is concerned. And all of it will be told in the context of a criminal trial, with witnesses testifying under oath. Historically a \\n was used to move the carriage down, while the \\r was used to move the carriage back to the left side of the page.<\/p>\n<\/p>\n<p><h2>Return on Investment vs. Internal Rate of Return: What&#8217;s the Difference?<\/h2>\n<\/p>\n<p><p>Packages are commonly used in the R programming language, with thousands in its collection. Packages contain a collection of R functions, data, and compiled code in a defined form. R comes with a standardized set of packages, with other packages available for download. You can start programming in R today by enrolling in a beginner-focused online course like Data Analysis with R Programming.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='560' height='318' src='https:\/\/www.youtube.com\/embed\/1gdKC5O0Pwc' frameborder='0' alt='what is r&#038;d in accounting' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Fixed assets are long-term owned resources of economic value that an organization uses to generate income or wealth. Examples include bank loans, unpaid bills and invoices, debts to suppliers or vendors, and credit card or line of credit debts. Rarely, the term &#8220;trade payables&#8221; is used in place of &#8220;accounts payable.&#8221; Accounts payable belong to a larger class of accounting entries known as liabilities. For example, if dividends are $100,000 and income is $400,000, the dividend payout ratio is calculated by dividing $100,000 by $400,000, which is 25%. The higher the dividend payout ratio the higher percentage of income a company pays out as dividends as opposed to reinvesting back into the company. Because we&#8217;re only concerned with the most liquid assets, the ratio excludes inventories from current assets.<\/p>\n<\/p>\n<p><h2>Celtics vs. Heat, Game 4 first round: Prediction, preview, how to watch, stream, start, key stats (4\/<\/h2>\n<\/p>\n<p><p>For example, an energy company may use IRR in deciding whether to open a new power plant or to renovate and expand an existing power plant. When discussing about the input in a program, some terminals\/consoles may convert a carriage return into a newline implicitly for better portability, compatibility and integrity. The \/n stands for new line, again, from typewriter days you moved down to a new line. Not necessarily to the start of it though, which is why some OSes adopted the need for both a \/r return followed by a \/n newline, as that was the order a typewriter did it in. It also explains the old 8bit computers that used to have Return rather than Enter, from carriage return, which was familiar. The \/r stands for return or carriage return which owes its history to the typewriter.<\/p>\n<\/p>\n<ul>\n<li>Think of IRR as the rate of growth that an investment is expected to generate annually.<\/li>\n<li>Because it does take time to go from concept to product, companies stand the risk of being at the mercy of changing market trends.<\/li>\n<li>IRR is a\u00a0discount rate\u00a0that makes the\u00a0net present value\u00a0(NPV) of all cash flows equal to zero in a discounted cash flow analysis.<\/li>\n<li>Matos stays up to date on changes in the accounting industry through educational courses.<\/li>\n<li>As such, it will reduce the return of an investment or project like any other cost.<\/li>\n<li>R may be difficult for beginners to grasp as a first programming language but should pose no issue for experienced developers.<\/li>\n<\/ul>\n<p><p>R programming language is an implementation of the S programming  language. It also combines with lexical scoping semantics inspired by Scheme. Moreover, the project was conceived in 1992, with an initial version released in 1995 and a stable beta version in 2000. The National Weather Service uses the R programming language to predict disasters and to forecast the weather. They also use the visualization features of R to create weather forecast images.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>&#8220;Peaceful expression of views is always acceptable \u2015 but demonstrations cannot disrupt university operations. ASU is committed to maintaining a secure environment what is r&#038;d in accounting for everyone.&#8221; When it comes to investments, an average ROI of 7% is considered good. However, it&#8217;s important to keep in mind that this is an average. The [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[1046],"tags":[],"class_list":["post-130317","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/130317","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/comments?post=130317"}],"version-history":[{"count":1,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/130317\/revisions"}],"predecessor-version":[{"id":130318,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/posts\/130317\/revisions\/130318"}],"wp:attachment":[{"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/media?parent=130317"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/categories?post=130317"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ccm-swiss.com\/index.php\/wp-json\/wp\/v2\/tags?post=130317"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}