{"id":5004,"date":"2021-10-01T11:44:03","date_gmt":"2021-10-01T09:44:03","guid":{"rendered":"https:\/\/ecodelmare.it\/2021\/10\/01\/a-quick-guide-to-the-accounts-receivable-turnover\/"},"modified":"2021-10-01T11:44:03","modified_gmt":"2021-10-01T09:44:03","slug":"a-quick-guide-to-the-accounts-receivable-turnover","status":"publish","type":"post","link":"https:\/\/ecodelmare.it\/en\/2021\/10\/01\/a-quick-guide-to-the-accounts-receivable-turnover\/","title":{"rendered":"A Quick Guide to the Accounts Receivable Turnover Ratio: Definition, Formula, and Practical Examples"},"content":{"rendered":"<p>If the metric is tracked and mapped to a chart, you can learn about the company\u2019s ability to collect receivables and if it is affected by any particular pattern. Net credit sales refers to how much revenue a company earns, specifically revenue paid as credit. The sale must incur an accounts receivable balance in order to be considered a \u201cnet credit sale,\u201d meaning cash sales aren\u2019t included. This metric provides the average number of days it takes to collect an outstanding invoice after a sale has been made. It helps you forecast how much cash flow you can expect in the future based on sales you made today.<\/p>\n<p>HighRadius AI-based credit scoring software and AI-based Collections Software allow businesses to track credit risk in real-time and enable up to 75% faster collections recovery. A good or bad AR days number will depend on the industry, the company\u2019s payment terms, and its past trends. To effectively manage A\/R days, every A\/R leader should have a comprehensive dashboard that offers visibility into all A\/R processes. This allows them to keep track of key metrics and improve existing processes, ultimately reducing A\/R days. It\u2019s not unusual for businesses to give clients 30 days or longer to pay for a product or service. That\u2019s the time during which the business could be reinvesting in itself, paying down debts, or otherwise addressing its own financial obligations.<\/p>\n<h2>What does the days receivable metric indicate?<\/h2>\n<p>By determining this ratio, businesses can get a clearer picture of their collection efficiency. Below, we&#8217;ll break down some essential equations to help you <a href=\"https:\/\/www.personal-accounting.org\/accounts-receivable-turnover-ratio-formula\/\">accounts receivables formula<\/a> master AR&#8217;s various facets. That being said, let\u2019s start with the basics &#8211; how to calculate average accounts receivable. Starting from Year 0, the accounts receivable balance grew from $50 million to $94 million in Year 5, as captured in our roll-forward.<\/p>\n<h2>Cut Your DSO in Days, Not Months with These 13 Tips<\/h2>\n<p>Mitigate credit risk, reduce bad debt, and streamline customer onboarding with AI-powered insights. By embracing automation and advanced technology, businesses can strengthen their growth plans, conduct more accurate financial assessments, and manage debts more efficiently. For example, nearly 50% of construction and oil companies get late payments, which leads to significantly higher A\/R days when compared to retail or service companies. Thus, you cannot compare the A\/R days of businesses operating in different industry segments. This figure is determined by subtracting any applicable discounts, returns, and sales allowances from the total sales revenue. By considering these adjustments, net revenue accurately reflects the actual amount earned by the company from its core business operations during the specified period.<\/p>\n<h2>What Is a Good Accounts Receivable Days Number?<\/h2>\n<p>This ratio measures a company&#8217;s effectiveness in extending credit and collecting debts from its customers. The formula to calculate days sales outstanding (DSO) is equal to the average accounts receivable divided by revenue, and then multiplied by 365 days. In practice, projecting the accounts receivable balance of a company is most often performed via the days sales outstanding (DSO) metric. The Average Collection Period (ACP), or Days Sales Outstanding (DSO), is far more than just another financial ratio.<\/p>\n<h2>Interpretation of Accounts Receivable Turnover Ratio<\/h2>\n<p>\u2705 Intelligent Collections Management \u2013 Uses AI to prioritize high-risk accounts and optimize follow-up strategies. \u2705 Smart Payment Matching &amp; Reconciliation \u2013 AI-powered cash application ensures faster and more accurate payment reconciliation. \u2705 Conversational AI for AR Teams \u2013 AI-powered virtual assistants help teams track overdue invoices, send reminders, and communicate with customers effectively. Furthermore, a company\u2019s payment terms directly influence the duration it takes for customers to settle their dues.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"609px\" alt=\"accounts receivables formula\" 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\" \/><\/p>\n<p>The debit to the cash account causes the supplier\u2019s cash on hand to increase, whereas the credit to the accounts receivable account reduces the amount still owed. The journal entry reflects that the supplier recognized the transaction as revenue because the product was delivered, but is waiting to receive the cash payment. Hence, the debit to the accounts receivable account, i.e. the manufacturer owes money to the supplier. On the income statement, the $50k is recognized as revenue per accrual accounting policies but recorded as accounts receivable too since the payment has not yet been received. Note, the ending accounts receivable balance can be used, rather than the average balance, assuming the historical trend is consistent with minimal fluctuations. Below is a break down of subject weightings in the FMVA\u00ae financial analyst program.<\/p>\n<ul>\n<li>Your Wise Business account comes with local account details to get paid in 8+ major foreign currencies like Euros and US Dollars just as easily as you do in Pounds.<\/li>\n<li>It measures the effectiveness of a business&#8217;s credit policies and procedures.<\/li>\n<li>The longer receivables remain outstanding, the higher the probability that they become uncollectible (bad debt).<\/li>\n<li>Investors can use AR-related metrics to gauge a company&#8217;s operational efficiency.<\/li>\n<\/ul>\n<p>In contrast, a low turnover ratio reflects an inefficient collection process, leading to poor financial health. Did you know the average business takes about 73 days to collect payment for its sales? And companies using AR automation saw a decrease in late payments from 28 to 23 days, leading to improved cash flow. It shows how vital it is to grasp the accounts receivable formula for managing cash flow.<\/p>\n<p>The assumptions are extended (i.e. \u201cstraight-lined\u201d) across the entire forecast, until a revenue balance of $350 million is reached by the end of Year 5. In our illustrative example, we\u2019ll assume we have a company with $250 million in revenue in Year 0. The adjusting journal entry here reflects that the supplier received the payment in cash. Access and download collection of free Templates to help power your productivity and performance. Thank you for reading this CFI guide to the Accounts Receivable Turnover Ratio. To learn more and expand your career, explore the additional relevant resources below.<\/p>\n<ul>\n<li>Many businesses still use outdated, manual reporting methods, which can lead to costly mistakes.<\/li>\n<li>The receivables turnover ratio can help a company understand its existing cash flow trend.<\/li>\n<li>That\u2019s why we\u2019re going to walk you through how to calculate accounts receivable in this guide.<\/li>\n<li>Therefore, a low or declining accounts receivable turnover ratio is considered detrimental to a company.<\/li>\n<li>Furthermore, leveraging technology to automate and optimize accounts receivable can play a crucial role in identifying aging company invoices and minimizing billing errors.<\/li>\n<li>Accounts receivable days (A\/R days) refer to the average time a customer takes to pay back a business for products or services purchased.<\/li>\n<\/ul>\n<p>An extended collection period means more capital is locked up and unavailable for productive use, like investing in new projects, research and development, or simply paying down debt. Companies selling to large, financially stable corporations might experience more reliable and quicker payments than those dealing with numerous smaller, potentially riskier clients. A firm offering 120-day payment terms will naturally have a higher ACP than one demanding payment in 30 days. All you need to do is pass these account details to your customer, or add them to invoices, and your customer can make a local payment in their preferred currency.<\/p>\n<p>On the other hand, a low accounts receivable turnover ratio suggests that the company\u2019s collection process is poor. This can be due to the company extending credit terms to non-creditworthy customers who are experiencing financial difficulties. In simpler terms, it\u2019s the average time elapsed between when a sale is made on credit and when the cash for that sale is actually received. A higher accounts receivable turnover ratio is generally better, indicating efficient collections. For example, retail businesses may have a higher ratio than construction companies, which often deal with longer payment terms. A higher ratio indicates that a business is collecting payments quickly, which improves cash flow and reduces the risk of bad debts.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"600px\" alt=\"accounts receivables formula\" 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\/><\/p>\n<p>Note that different industries in the UK will have varying normal ranges for their accounts receivable turnover ratio due to factors like credit terms and customer base. The protocols may differ when you\u2019re dealing with overseas customers paying in different currencies. Businesses often sell their products or services on credit, expecting to receive payment at a later date. Your average collection period tells you the number of accounts receivable days it takes after a credit sale to receive payment. This accounts receivable days ratio serves as an important tool in assessing your business\u2019s efficiency in handling short-term collections, providing crucial insights for financial analysis. By keeping track of A\/R days, you gain a better understanding of your cash flow and can plan for upcoming expenses more effectively.<\/p>","protected":false},"excerpt":{"rendered":"<p>If the metric is tracked and mapped to a chart, you can learn about the company\u2019s ability to collect receivables and if it is affected by any particular pattern. Net credit sales refers to how much revenue a company earns, specifically revenue paid as credit. The sale must incur an accounts receivable balance in order [&hellip;]<\/p>","protected":false},"author":2,"featured_media":0,"comment_status":"","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"inline_featured_image":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-5004","post","type-post","status-publish","format-standard","hentry","category-senza-categoria"],"acf":[],"_links":{"self":[{"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/posts\/5004","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/comments?post=5004"}],"version-history":[{"count":0,"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/posts\/5004\/revisions"}],"wp:attachment":[{"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/media?parent=5004"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/categories?post=5004"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ecodelmare.it\/en\/wp-json\/wp\/v2\/tags?post=5004"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}