{"id":2004,"date":"2024-07-24T22:19:31","date_gmt":"2024-07-24T22:19:31","guid":{"rendered":"https:\/\/informatickaakademija.com\/students\/?p=2004"},"modified":"2025-09-26T01:51:21","modified_gmt":"2025-09-26T01:51:21","slug":"what-is-the-working-cycle-and-how-is-it-calculated","status":"publish","type":"post","link":"https:\/\/informatickaakademija.com\/students\/2024\/07\/24\/what-is-the-working-cycle-and-how-is-it-calculated\/","title":{"rendered":"What Is The Working Cycle And How Is It Calculated?"},"content":{"rendered":"<p>The Online working cycle, also referred to as the cash conversion cycle, takes into consideration both the time required to transform belongings into money and the time taken to pay suppliers. It combines the time for stock turnover and receivables collection minus the payables period. This means that it might take a retailer a complete year to sell its inventory. Depending on the business, this kind of a listing flip might be unacceptable. If a company is prepared to hold a short operating cycle, its money move will constant and the corporate won\u2019t have problems paying current liabilities.<\/p>\n<div style='text-align:center'><\/div>\n<h2>What&#8217;s A Compute Cycle?<\/h2>\n<p>Utilising the effectiveness of your accounting cycle course of to its full potential, you&#8217;ll find a way to realise greater profits on your company. This implies that funding in improvement in operational process can lower prices, quicken processes, and enhance high quality, all of which can finally lead to higher earnings. The value of issues like inventories, non-selling expenditures (i.e., primary administration), payroll waste, etc., can reduce, thanks to organisational effectiveness. This signifies that more money is out there for maximising investors\u2019 worth or company reinvestment.<\/p>\n<p>In retail, it may be days because of fast inventory turnover, whereas in manufacturing, it could possibly lengthen to 90 days or extra because of production time. The cycle consists of the time to buy or produce stock, promote it, and gather fee. Siloed methods, guide knowledge entry, and inconsistent collections processes create delays between invoicing and payment collection, immediately extending your operating cycle.<\/p>\n<p>As Soon As she starts paying for the supplies to supply the varied garments, her firm&#8217;s operational cycle will start. In this situation, the operational cycle will not be full till they make all pieces of clothing, promote them, and obtain complete payment from the consumer. Payment disputes and the problem of maintaining relationships whereas amassing from late-paying customers can stall collections and impression the size of your working cycle. According to research from Versapay and Gartner Peer Neighborhood, a mere 4% of company leaders believe that finance\/procurement has a positive impact on the client expertise. Issues with electronic cost acceptance and fee utility errors make it harder for customers to pay you quickly, including pointless days to your cycle.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"400px\" alt=\"operating cycle\" 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\" \/><\/p>\n<h2>Net Operating Cycle (cash Cycle) Vs Working Cycle<\/h2>\n<p>In the next step, we are going to calculate DSO by dividing the common A\/R balance by the present period revenue and multiplying it by 365. Hence, the money conversion cycle is used interchangeably with the term \u201cnet operating cycle\u201d. So, to clear up any confusion you may need, let\u2019s break down the working cycle in easy <a href=\"https:\/\/www.online-accounting.net\/\">https:\/\/www.online-accounting.net\/<\/a> phrases, from what it&#8217;s to tips on how to calculate it to the working cycle formulation and extra.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' width=\"408px\" alt=\"operating cycle\" 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\" \/><\/p>\n<p>For occasion, an organization will get payments at a consistent tempo if its operational cycle is shorter. The quicker a enterprise makes cash, the more succesful will probably be of paying off any obligations due or rising as needed. Conversely, a longer operating cycle means that a company\u2019s money is tied up for an prolonged <a href=\"https:\/\/www.online-accounting.net\/the-operating-cycle-of-a-business\/\">operating cycle<\/a> length, which may indicate inefficiencies in its operations.<\/p>\n<p>Common Accounts Receivable is discovered by adding the beginning and ending accounts receivable balances for a period and dividing by two. This metric highlights the effectiveness of a company\u2019s credit score and collection policies, indicating how lengthy it takes to convert credit gross sales into money. Conversely, a longer operating cycle signals inefficiencies within a company\u2019s operations. This factors to slow-moving inventory, which ties up capital in storage prices and dangers obsolescence, or it signifies challenges in accumulating funds from clients, resulting in delayed cash inflows. While a longer cycle can strain a company\u2019s liquidity, you will need to think about the trade context. Companies use the working cycle as a key inside metric to identify areas for operational enhancements.<\/p>\n<p>It also supplies insights into how quickly an organization can replenish cash for future development and assembly financial obligations. The working cycle in working capital is an indicator of the efficiency within the administration. The longer the cash cycle of an organization, the bigger the working capital requirement. Hence, primarily based on the period of the Cash cycle, the working capital requirement is estimated by corporations and financed by commercial banks. The payables period\u2014how long a company takes to pay its suppliers\u2014is additionally an necessary metric in cash flow management, however it\u2019s technically not a half of the working cycle. A shorter working cycle\u2014and a shorter cash conversion cycle\u2014generally point out higher cash move administration and better liquidity.<\/p>\n<ul>\n<li>When an organization takes too lengthy to collect its accounts receivable, has too much inventory, or pays its expenses too rapidly, it lengthens the CCC.<\/li>\n<li>Accounting cycles ensure that all the money coming into and leaving a enterprise is accounted for.<\/li>\n<li>Explore why HighRadius has been a Digital World Class Vendor for order-to-cash automation software \u2013 two years in a row.<\/li>\n<li>My Accounting Course \u00a0is a world-class academic useful resource developed by experts to simplify accounting, finance, &amp; funding evaluation topics, so students and professionals can study and propel their careers.<\/li>\n<li>Such a difficulty may stem from the inefficient collection of credit purchases, rather than due to provide chain or inventory turnover points. newlineThe Working net cycle (NOC) refers to the interval between paying for stock and cash collected via the sale of receivables.<\/li>\n<\/ul>\n<p>The third stage contains the cash the company owes its present suppliers for the inventory and items it purchases, and the interval in which it should repay these obligations. This determine is calculated utilizing the days payable outstanding (DPO), which considers accounts payable. If money is well available at regular intervals, an organization can churn out more gross sales for earnings, as the supply of capital leads to extra products to make and promote.<\/p>\n<p>Providers may enforce limits or prioritize sources, which signifies that two applications on the same hardware can have totally different compute cycle usage patterns. GAAP requires that property and liabilities must be damaged out into present and non-current categories on a&nbsp;stability sheet. This allows the&nbsp;monetary assertion&nbsp;consumer to see what assets might be used and what liabilities will come due in the current year or present operating cycle. On average, it takes the company ninety seven days to buy uncooked material, flip the stock into marketable merchandise, and promote it to clients. For instance, the length of a specific company could be excessive relative to comparable peers.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The Online working cycle, also referred to as the cash conversion cycle, takes into consideration both the time required to transform belongings into money and the time taken to pay suppliers. It combines the time for stock turnover and receivables collection minus the payables period. This means that it might take a retailer a complete year to sell its inventory. &#8230; <\/p>\n<div><a href=\"https:\/\/informatickaakademija.com\/students\/2024\/07\/24\/what-is-the-working-cycle-and-how-is-it-calculated\/\" class=\"more-link\">Read More<\/a><\/div>\n","protected":false},"author":7,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-2004","post","type-post","status-publish","format-standard","hentry","category-uncategorized","no-post-thumbnail"],"_links":{"self":[{"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/posts\/2004","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/users\/7"}],"replies":[{"embeddable":true,"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/comments?post=2004"}],"version-history":[{"count":1,"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/posts\/2004\/revisions"}],"predecessor-version":[{"id":2005,"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/posts\/2004\/revisions\/2005"}],"wp:attachment":[{"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/media?parent=2004"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/categories?post=2004"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/informatickaakademija.com\/students\/wp-json\/wp\/v2\/tags?post=2004"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}