{"id":4313,"date":"2023-10-25T08:42:20","date_gmt":"2023-10-25T08:42:20","guid":{"rendered":"https:\/\/jenngraves.dev\/?p=4313"},"modified":"2025-06-26T11:53:05","modified_gmt":"2025-06-26T11:53:05","slug":"accounts-payable-turnover-ratio-formula-calculator-2","status":"publish","type":"post","link":"https:\/\/jenngraves.dev\/?p=4313","title":{"rendered":"Accounts Payable Turnover Ratio Formula + Calculator"},"content":{"rendered":"<p>To optimize the AP turnover ratio, companies can leverage technology and AP automation to improve the efficiency of their accounts payable processes. Automated AP systems can streamline invoice processing, reduce errors, and provide real-time visibility into payment status. The AP turnover ratio primarily reflects short-term financial practices and may not be indicative of long-term financial stability or operational efficiency. A company might have a favorable ratio in the short term due to aggressive payment practices but face long-term sustainability issues. For example, a company might deliberately extend its payment cycles to suppliers to maintain higher cash reserves, thus lowering the turnover ratio.<\/p>\n<h2>Industry Benchmarks: What\u2019s a Good AP Turnover Ratio?<\/h2>\n<p>The accounts receivable turnover ratio measures how efficiently you are collecting payments (receivables) owed by your customers. AP turnover ratio is worked out by taking the total supplier purchases for the period and dividing this figure by the average accounts payable for the period. To find out the average accounts payable, the opening balance of accounts payable is added to the closing balance of accounts payable, and the result is divided by two. Accounts payable turnover complements other liquidity ratios like current and quick ratios to assess short-term solvency. While current ratio measures ability to cover overall liabilities with assets, accounts payable turnover specifically gauges the company&#8217;s effectiveness in managing vendor credit obligations. If a company&#8217;s accounts payable turnover days start increasing significantly, it may indicate financial distress.<\/p>\n<h2>Accounts receivable turnover example<\/h2>\n<p>Accounts payable automation software enables easier management of invoicing and payment processing through a single digital platform. Comparing a company&#8217;s ratio to its industry average provides helpful context for evaluation. For example, a retail company with a ratio of 5 would be considered very low, while that same ratio in healthcare indicates greater efficiency. For example, if a company made $100,000 in credit purchases over the past year, but had $10,000 in purchase returns, the net credit purchases would be $90,000.<\/p>\n<h2>What&#8217;s the difference between the AP turnover ratio vs. the creditors turnover ratio?<\/h2>\n<p>This represents how much a company has spent on goods and services during a period. The more a supplier relies on a customer, the more negotiating leverage the buyer holds \u2013 which is reflected by a higher DPO and lower A\/P turnover. Moreover, the \u201cAverage Accounts Payable\u201d equals the sum of the beginning of period and end of period carrying balances, divided by two. The \u201cSupplier Credit Purchases\u201d refers to the total amount spent ordering from suppliers. Your people are your biggest asset, and they perform best only when you fully understand what drives them. HR analytics unlocks workforce data to improve hiring, retention and productivity.<\/p>\n<h2>Formula for the Accounts Payable Turnover Ratio<\/h2>\n<p>Flexible payment methods increase collections by catering to diverse customer preferences, giving them the opportunity to pay more promptly. These systems also produce reports on outstanding invoices, enabling you to prioritise collection efforts. Your accounting software should also be able to instantly generate and send invoices as soon as transactions are agreed.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"accounts payable turnover formula\" 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\"\/><\/p>\n<p>And when accounts payable forecasting is embedded into regular financial planning, it stops being a one-off task and becomes a dependable source of insight. Model different outcomes based on changes in vendor payment terms, price fluctuations, or procurement volume. Identify which vendors offer flexibility and which are high-risk, and run sensitivity analyses to understand how changes impact your cash position. To build a complete forecast, integrate AP data with purchasing, procurement, and treasury systems. For example, matching purchase orders to expected invoices can improve accuracy and reduce surprises. Choosing the right formula comes down to the rhythm of your purchasing and the flexibility of your vendor relationships.<\/p>\n<p>AP turnover shows how often a business pays off its accounts within a certain time period. Accounts receivable turnover ratio shows how often a company gets paid by its customers. Look for opportunities to negotiate with vendors for better payment terms and discounts. When you take early payment discounts, your inventory costs less, and your cost of goods sold decreases, improving profitability.<\/p>\n<p>A low ratio may indicate slower payment to suppliers, which can strain relationships and affect credit terms. DPO helps you assess whether your payment cycle is too short (potentially missing out on working capital leverage) or too long (risking vendor relationships or penalties). By automating manual AP tasks and surfacing insights when you need them, Ramp helps finance teams save time, reduce errors, and maintain better control over financial operations. Another frequent mistake is using either the beginning or ending accounts payable figure instead of calculating the average. This skews the ratio and can either exaggerate or understate your payables turnover.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"608px\" alt=\"accounts payable turnover formula\" 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your numbers with confidence using the SaaS Metrics Cheat Sheet.<\/h2>\n<p>You\u2019re likely making timely payments while taking advantage of credit terms, supporting healthy cash flow and stable supplier relationships. Paying your suppliers on time is a direct reflection of how efficiently your business manages cash flow. If you\u2019ve ever struggled with delayed payments, frequent vendor follow-ups, or an unpredictable accounts cycle, you\u2019re not alone.<\/p>\n<p>To make <a href=\"https:\/\/tax-tips.org\/budget-report-definition-example-how-it-works\/\">budget report definition, example how it works<\/a> things even easier, tools like Deskera ERP can help automate and streamline your accounting processes. Whether you&#8217;re aiming for tighter control or better forecasting, Deskera ensures you&#8217;re always a step ahead. The inventory turnover ratio calculates how many times a company sells and replaces its inventory stock over a period. This connects closely to accounts payable turnover since inventory purchases make up a major component of accounts payable balance. A higher accounts payable turnover ratio indicates that a company is paying its suppliers quickly, which can lead to better terms from suppliers. However, an extremely high ratio may indicate that a company is not taking full advantage of payment terms and missing out on opportunities to use cash more efficiently.<\/p>\n<ul>\n<li>The speed with which a business makes payments to the creditors and suppliers that have extended lines of credit and make up accounts payable is known as accounts payable turnover (AP turnover).<\/li>\n<li>Automation reduces processing time, eliminates late payments, and ensures financial accuracy\u2014critical factors in maintaining a healthy AP turnover ratio.<\/li>\n<li>Track invoice status metrics \u2014 both amount and count \u2014 to keep track of the revenue coming in.<\/li>\n<li>Essentially, a high accounts payable turnover ratio indicates operational efficiency and short-term financial health.<\/li>\n<\/ul>\n<p>Many businesses face these challenges, often without a clear understanding of how quickly they\u2019re paying their bills or whether they\u2019re utilizing credit terms effectively. Calculating accounts payable means tracking what your business owes to suppliers and vendors for products or services bought on credit. This requires monitoring outstanding invoices, payment terms, and due dates to keep your financial records accurate. When you manage AP effectively, you avoid missed payments, late fees, and supply chain disruptions while gaining clear insight into your short-term financial obligations. The formula for calculating the accounts payable turnover ratio divides the supplier credit purchases by the average accounts payable. As stated above, the AP turnover ratio is (net credit purchases) \/ (average accounts payable).<\/p>\n<p>A balanced ratio ensures efficient working capital management without liquidity risks. As you can see, Bob\u2019s average accounts payable for the year was $506,500 (beginning plus ending divided by 2). This means that Bob pays his vendors back on average once every six months of twice a year.<\/p>\n<ul>\n<li>Net credit sales represent sales not paid in cash and deduct customer returns from the sales total.<\/li>\n<li>Or apply the calculation comparing the payables turnover in days to the receivables turnover in days if that\u2019s easier for you to understand.<\/li>\n<li>Establish a cadence to revise inputs such as COGS, payment behavior, and vendor additions to keep projections current.<\/li>\n<li>The accounts payable turnover reflects liquidity because it shows how rapidly a company pays back suppliers.<\/li>\n<\/ul>\n<p>Therefore, over the fiscal year, the company\u2019s accounts payable turned over approximately 6.03 times during the year. Creditors are also parties &#8211; typically suppliers &#8211; to whom the company owes money. Hence, the creditors turnover ratio also gives the speed at which a company pays off its creditors. This ratio provides insights into the rate at which a company pays off its suppliers.<\/p>\n<p>Below we cover how to calculate and use the AP turnover ratio to better your company&#8217;s finances. If the cash conversion cycle lengthens, then stretch payables to the extent possible by delaying payment to vendors. The cash conversion cycle spans the time in days from purchasing goods to selling them and then collecting the accounts receivable from customers. Regularly reviewing supplier agreements and payment behaviors helps ensure your AP practices are supporting\u2014not hindering\u2014your cost control and relationship management goals. Trends in this ratio can reveal how effectively you\u2019re managing supplier terms and maintaining vendor trust.<\/p>\n<p>Calculate the accounts payable turnover ratio formula by taking the total net credit purchases during a specific period and dividing that by the average accounts payable for that period. The average accounts payable is found by adding the beginning and ending accounts payable balances for that period of time and dividing it by two. Both accounts payable turnover ratio and accounts receivable turnover ratio are important financial metrics that reflect how efficiently a company manages its short-term liabilities and assets. While they may sound similar, they measure opposite sides of a company\u2019s operations\u2014paying suppliers vs. collecting from customers. The ratio is a measure of short-term liquidity, with a higher payable turnover ratio being more favorable.<\/p>\n<p>Tech companies and SaaS providers often have more predictable, subscription-based revenue but may pay vendors for services, licenses, and infrastructure. This is the average of accounts payable at the beginning and end of the period. Below is a break down of subject weightings in the FMVA\u00ae financial analyst program.<\/p>\n<p>Accounts payable are the amounts a company owes to its suppliers or vendors for goods or services received that have not yet been paid for. A high turnover ratio indicates a stronger financial condition than a low ratio. Generating a higher ratio improves both short-term liquidity and vendor relationships. If your invoice tracking is delayed or payments aren\u2019t properly recorded, you risk making flawed financial decisions.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>To optimize the AP turnover ratio, companies can leverage technology and AP automation to improve the efficiency of their accounts payable processes. Automated AP systems can streamline invoice processing, reduce errors, and provide real-time visibility into payment status. The AP turnover ratio primarily reflects short-term financial practices and may not be indicative of long-term financial [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[9],"tags":[],"_links":{"self":[{"href":"https:\/\/jenngraves.dev\/index.php?rest_route=\/wp\/v2\/posts\/4313"}],"collection":[{"href":"https:\/\/jenngraves.dev\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/jenngraves.dev\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/jenngraves.dev\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/jenngraves.dev\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=4313"}],"version-history":[{"count":1,"href":"https:\/\/jenngraves.dev\/index.php?rest_route=\/wp\/v2\/posts\/4313\/revisions"}],"predecessor-version":[{"id":4314,"href":"https:\/\/jenngraves.dev\/index.php?rest_route=\/wp\/v2\/posts\/4313\/revisions\/4314"}],"wp:attachment":[{"href":"https:\/\/jenngraves.dev\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=4313"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/jenngraves.dev\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=4313"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/jenngraves.dev\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=4313"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}