{"id":3029,"date":"2025-04-09T14:25:17","date_gmt":"2025-04-09T19:25:17","guid":{"rendered":"https:\/\/10lance.com\/index.php\/2025\/04\/09\/the-way-to-measure-enhance-your-operating-cycle\/"},"modified":"2025-04-09T14:25:17","modified_gmt":"2025-04-09T19:25:17","slug":"the-way-to-measure-enhance-your-operating-cycle","status":"publish","type":"post","link":"http:\/\/10lance.com\/index.php\/2025\/04\/09\/the-way-to-measure-enhance-your-operating-cycle\/","title":{"rendered":"The Way To Measure &amp; Enhance Your Operating Cycle Tip: Begin With Accounts Receivable"},"content":{"rendered":"<p>The Online operating cycle, also known as the cash conversion cycle, takes into consideration each the time required to transform assets into money and the time taken to pay suppliers. It combines the time for stock turnover and receivables collection minus the payables period. Days Gross Sales Outstanding (DSO) measures the typical number of days it takes for your firm to gather payments from customers after making a sale.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"404px\" alt=\"what is an operating cycle\" 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\" \/><\/p>\n<h2>Function Of Understanding The Operating Cycle<\/h2>\n<p>This signifies that, on average, it takes the company 70 days to convert its initial funding in inventory again into cash. The method for the Operating Cycle is the Inventory Interval added to the Accounts Receivable Interval. This cumulative determine offers a complete view of how long a business\u2019s capital is tied up in its operational activities. The calculation begins with figuring out the Accounts Receivable Turnover ratio, which shows how effectively a company collects revenue from its credit prospects. The formulation for Accounts Receivable Turnover is Credit Score Sales divided by Average Accounts Receivable. For instance, if a company has Credit Gross Sales of $2,000,000 and Average Accounts Receivable of $250,000, its Accounts Receivable Turnover could be 8.0 times ($2,000,000 \/ $250,000).<\/p>\n<div style='text-align:center'><\/div>\n<p>The distinction between the 2 <a href=\"https:\/\/www.online-accounting.net\/\">https:\/\/www.online-accounting.net\/<\/a> formulation lies in NOC subtracting the accounts payable period. This is finished as a end result of the NOC is simply involved with the time between paying for stock to the cash collected from the sale of stock. From inefficiencies to fee friction to strained relationships, the normal collections course of is stained with unpleasant attributes.<\/p>\n<p>This switch happens when some molecules in a water mass have attained adequate kinetic energy to eject themselves from the water surface. The main factors affecting evaporation are temperature, humidity, wind velocity, and photo voltaic radiation. The direct measurement of evaporation, although fascinating, is tough and potential solely at point locations.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"407px\" alt=\"what is an operating cycle\" 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\" \/><\/p>\n<p>It represents the time it takes for a enterprise to transform its investments in inventory and different assets into money via gross sales <a href=\"https:\/\/www.online-accounting.net\/the-operating-cycle-of-a-business\/\">what is an operating cycle<\/a> and accounts receivable collection. To put it simply, the working cycle measures how quickly a company can turn its resources into cash circulate. The calculated working cycle quantity presents insights right into a company\u2019s operational effectivity and liquidity management.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"405px\" alt=\"what is an operating cycle\" 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\" \/><\/p>\n<h2>Financial Evaluation Instruments<\/h2>\n<p>Analyzing the working cycle supplies insights into a company\u2019s financial health and operational effectivity. A shorter working cycle is most popular, indicating that an organization is shortly converting its investments in inventory and receivables into cash. This swift conversion means much less capital is tied up in operations, which improves liquidity and may scale back the need for exterior financing. Conversely, an extended operating cycle might sign inefficiencies in stock administration, similar to holding an excessive quantity of inventory, or challenges in collecting funds from clients. The operating cycle is an idea representing the average time it takes for a company to transform its investments in stock and accounts receivable into cash. This metric begins when an organization acquires raw materials or items on the market and concludes when it collects money from customers after selling these goods.<\/p>\n<h2>Lowered Cost Friction<\/h2>\n<p>Points like production delays, extra inventory, or lenient credit phrases can all contribute to a longer cycle, affecting cash circulate. Due To This Fact, while the operating cycle focuses solely on the time to turn stock into money, the money cycle offers a fuller image by factoring in how long the corporate can delay funds to suppliers. This adjustment offers a clearer view of money flow efficiency and dealing capital administration, displaying the online period for changing operational investments into cash.<\/p>\n<p>The payables period\u2014how lengthy a company takes to pay its suppliers\u2014is also an necessary metric in money move management, however it\u2019s technically not a part of the working cycle. A shorter operating cycle\u2014and a shorter cash conversion cycle\u2014generally indicate higher cash flow administration and better liquidity. So, it takes Widgets Co. roughly 146 days to turn its stock purchases into cash receipts from prospects.<\/p>\n<ul>\n<li>Integration between these tools can enhance your capacity to manage and optimize your working cycle successfully.<\/li>\n<li>The CCC expands upon the working cycle by incorporating the time an organization takes to pay its suppliers.<\/li>\n<li>Conversely, a longer cycle might suggest inefficiencies in inventory administration or accounts receivable collection, probably resulting in money move challenges where funds remain tied up for extended periods.<\/li>\n<\/ul>\n<p>Delays in receiving payments can significantly extend your operating cycle, impacting your money flow and total monetary health. Siloed systems, manual knowledge entry, and inconsistent collections processes create delays between invoicing and cost collection, immediately extending your working cycle. Notably, the overwhelming majority of accounts receivable teams (77%) are delayed to some extent, and inefficient processes similar to these are significant contributors. The method for calculating the working cycle is the sum of days stock excellent (DIO) and days gross sales excellent (DSO).<\/p>\n<p>Common Accounts Receivable is found by including the beginning and ending accounts receivable balances for a interval and dividing by two. This metric highlights the effectiveness of a company\u2019s credit score and assortment insurance policies, indicating how long it takes to transform credit gross sales into money. Understanding this cycle is necessary for assessing a company\u2019s capacity to generate cash from its core activities. A shorter operating cycle typically indicates a extra environment friendly business that can quickly convert property into cash, enhancing its capacity to meet short-term obligations and pursue progress opportunities. Conversely, a longer cycle might recommend inefficiencies in stock administration or accounts receivable assortment, potentially resulting in money flow challenges where funds remain tied up for extended intervals.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The Online operating cycle, also known as the cash conversion cycle, takes into consideration each the time required&hellip;<\/p>\n","protected":false},"author":741,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-3029","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/posts\/3029","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/users\/741"}],"replies":[{"embeddable":true,"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/comments?post=3029"}],"version-history":[{"count":0,"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/posts\/3029\/revisions"}],"wp:attachment":[{"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/media?parent=3029"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/categories?post=3029"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/10lance.com\/index.php\/wp-json\/wp\/v2\/tags?post=3029"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}