{"id":870,"date":"2024-12-19T03:27:53","date_gmt":"2024-12-19T03:27:53","guid":{"rendered":"https:\/\/klecet.edu.in\/alumni\/?p=870"},"modified":"2025-10-21T00:50:41","modified_gmt":"2025-10-21T00:50:41","slug":"dso-formula-enhance-cash-circulate-in-debt","status":"publish","type":"post","link":"https:\/\/klecet.edu.in\/alumni\/dso-formula-enhance-cash-circulate-in-debt\/","title":{"rendered":"Dso Formula: Enhance Cash Circulate In Debt Collections"},"content":{"rendered":"<p>As A End Result Of the amount of time a company has to collect on debt changes yearly, the average collection period is an important calculation to help you determine how lengthy debt assortment typically takes. Equally, a steady money move is essential in building firms and real estate companies, so they can pay their labor and salespeople working on hourly and every day wages in a well timed manner. Additionally, development of buildings and actual estate gross sales take time and can be topic to delays. So, in this line of labor, it is best to invoice customers at suitable intervals while keeping monitor of common gross sales. &#x1f4a1; To calculate the typical value of receivables, sum the opening and shutting steadiness of your required period and divide it by 2.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"408px\" alt=\"debtor collection period formula\" 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\"\/><\/p>\n<h2>Understanding The Accounts Receivable Collection Period<\/h2>\n<ul>\n<li>That stated, whatever timeframe you select in your calculation, make sure the interval is consistent for both the average assortment interval and your net credit gross sales, or the numbers shall be off.<\/li>\n<li>The average accounts receivable assortment period is not just a number; it is a call to motion.<\/li>\n<li>Since Mosaic presents an out of the field billings and collections template, you can mechanically floor outstanding invoices by due date highlighting precisely where to focus your assortment efforts.<\/li>\n<li>This is where the common assortment interval becomes a crucial piece of the puzzle.<\/li>\n<li>Calculating DSO is an easy process; here is a step-by-step guide that can help you calculate DSO.<\/li>\n<\/ul>\n<p>While it appears good on paper to keep those payments up-to-date, you could also be deterring new prospects or bigger orders. If they\u2019re offering web forty five days, then they\u2019re doing well at accumulating payments on time. However if their credit coverage is web 10 days, then their clients are taking virtually 3 times as lengthy to make funds on average. The ensuing worth is the typical number of days it takes for a enterprise to gather a desired payment after a selected sale. For example, a DSO of 45 days indicates a 45-day timeline for purchasers to settle their invoices, which is taken into account a great DSO. Average collection period is necessary because it exhibits how effective your accounts receivable administration practices are.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"403px\" alt=\"debtor collection period formula\" 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\"\/><\/p>\n<h2>Tips On How To Calculate Your Average Assortment Interval<\/h2>\n<p>These tools can greatly enhance the efficiency and accuracy of your AR turnover analysis, ultimately serving to to enhance the monetary health of your business. Debtor Days, also called Days Gross Sales Excellent (DSO), is a metric representing the average time in days that a business takes to gather revenue after a sale has been made on credit score. This metric is critical for assessing a company&#8217;s liquidity and operational efficiency.<\/p>\n<p>Its effectiveness is restricted when utilized in isolation, and it should be thought of at the aspect of different monetary metrics. Bear In Mind, interpreting and improving AR turnover involves balancing these elements in alignment with your business technique and financial goals. These DSO finest practices improve buyer relationships and enable sensible selections. Now, let\u2019s explore a number of the practices to observe for sustaining lower DSOs and maintaining money flows. Be A Part Of the 50,000 accounts receivable professionals already getting our insights, finest <a href=\"https:\/\/www.1investing.in\/grade-12-accounting-debtors-collection-schedule\/\">debtor collection period formula<\/a> practices, and stories every month.<\/p>\n<div style='text-align:center'><iframe width='562' height='318' src='https:\/\/www.youtube.com\/embed\/vgwpOfxOABs' frameborder='0' alt='debtor collection period formula' allowfullscreen><\/iframe><\/div>\n<p>Merely put, income is the total earnings your corporation rakes in from its regular operations\u2014 gross sales of goods and services. Nevertheless, when it comes to monetary modeling, we&#8217;re not just fascinated in the income already in your pocket. We&#8217;re additionally eyeing the projected revenue\u2014 your data-backed forecast of future earnings primarily based on present trends and strategies.<\/p>\n<p>For instance, the ACP for the retail business sometimes ranges from 30 to forty five days, while the ACP for the manufacturing industry could also be between 60 to 90 days. Uncover how Alaska companies can overcome cash flow challenges in 2025 with innovative accounts receivable financing options and suppor&#8230; There\u2019s a different method to decide whether or not your accounts receivable is working properly enough to assist your corporation wants and whether or not your general web phrases coverage is being followed by your customers. To calculate the DSO for a firm with the DSO formula, the next steps may help debt collection businesses for efficient monetary reporting. A DSO underneath forty five is typically thought-about good, although \u201chigh\u201d or \u201clow,\u201d which varies with industry.<\/p>\n<p>The effectivity with which these guarantees are was actual money is a direct measure of a company\u2019s operational and financial health. A shorter interval means money is flowing again into the enterprise sooner, whereas a longer period means money is tied up in excellent invoices, which may create a liquidity crunch. The what is the average collection interval query is fundamentally about understanding this cycle of sales and money conversion. In the world of finance, few metrics are as important to a company\u2019s health as its capacity to convert sales into money. Whereas an organization could report sturdy sales figures and a rising buyer base, if it can&#8217;t effectively gather cash owed, it&#8217;s going to face vital liquidity challenges.<\/p>\n<p>By regularly calculating the account receivable assortment interval, you&#8217;ll find a way to determine developments and consider the effectiveness of your credit insurance policies. Let&#8217;s dive deeper into how you can leverage this formulation to reinforce your credit score administration methods. Crucial to any monetary strategy, common AR turnover analysis is an indispensable element of effective credit and collection <a href=\"https:\/\/www.1investing.in\/\">https:\/\/www.1investing.in\/<\/a> management. By shedding mild on your clients&#8217; cost patterns, this evaluation fosters improved credit control, healthier money move, and finally a more strong monetary panorama for your business. These are the key calculations concerned in analyzing accounts receivable turnover.<\/p>\n<p>It does so by helping you determine short-term liquidity, which is how ready your small business is to pay its liabilities. With Versapay, your prospects can make payments at their convenience by way of a web-based self-service portal. Today\u2019s B2B clients need digital fee options and the flexibility to schedule automatic payments.<\/p>\n<p>By leveraging instruments like Upflow, you can effortlessly monitor and handle debtor days, ensuring that you have accurate and timely information at your fingertips to make informed financial choices. To further illustrate how the accounts receivable collection interval works, let\u2019s look at a real-world instance. To calculate your complete internet credit sales, take your whole gross sales made on credit for a given period and subtract any returns and gross sales allowances. It\u2019s important that your accounts receivable team intently monitor this metric and maintain it as low as potential.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>As A End Result Of the amount of time a company has to collect on debt changes yearly, the average collection period is an important calculation to help you determine how lengthy debt assortment typically takes. Equally, a steady money move is essential in building firms and real estate companies,\u2026<\/p>\n<p> <a class=\"continue-reading-link\" href=\"https:\/\/klecet.edu.in\/alumni\/dso-formula-enhance-cash-circulate-in-debt\/\"><span>Continue reading<\/span><i class=\"icon-right-dir\"><\/i><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[51],"tags":[],"class_list":["post-870","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts\/870","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/comments?post=870"}],"version-history":[{"count":1,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts\/870\/revisions"}],"predecessor-version":[{"id":871,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/posts\/870\/revisions\/871"}],"wp:attachment":[{"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/media?parent=870"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/categories?post=870"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/klecet.edu.in\/alumni\/wp-json\/wp\/v2\/tags?post=870"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}