{"id":2834,"date":"2025-02-06T21:43:38","date_gmt":"2025-02-06T21:43:38","guid":{"rendered":"https:\/\/www.dreamplaces.pt\/blog\/?p=2834"},"modified":"2025-09-24T21:19:50","modified_gmt":"2025-09-24T21:19:50","slug":"what-s-value-of-goods-offered-the-method-to","status":"publish","type":"post","link":"https:\/\/www.dreamplaces.pt\/blog\/what-s-value-of-goods-offered-the-method-to\/","title":{"rendered":"What&#8217;s Value Of Goods Offered The Method To Calculate"},"content":{"rendered":"<p>Price of Goods Offered (COGS) is the total price of producing or buying the merchandise that a enterprise sells throughout a particular period. It consists of expenses instantly related to manufacturing, similar to raw materials, labor, and manufacturing prices, however excludes indirect costs like gross sales and advertising. By calculating COGS, companies can determine their gross revenue, which is the difference between revenue from sales and the cost to supply the products. Understanding COGS is important for managing pricing, profitability, and total financial well being. Understanding Price of Items Bought (COGS) is significant for any business seeking to consider its monetary health and profitability.<\/p>\n<div style='text-align:center'><iframe width='568' height='312' src='https:\/\/www.youtube.com\/embed\/aoEUaeVSoWc' frameborder='0' alt='cost of goods sold for a service company' allowfullscreen><\/iframe><\/div>\n<p>Sure, COGS is deductible from your income, which reduces your taxable revenue and overall tax liability. Our automated workflows streamline approvals, match receipts, and guarantee bookkeeping is correct and updated <a href=\"https:\/\/www.online-accounting.net\/\">https:\/\/www.online-accounting.net\/<\/a>. Try an interactive demo to see why corporations that choose Ramp save a median of 5% a year throughout all spending. This post is from Ramp&#8217;s contributor network\u2014a group of pros with deep expertise in accounting, finance, technique, startups, and extra.<\/p>\n<h2>What Just Isn&#8217;t Included In Cogs?<\/h2>\n<p>As Quickly As you\u2019ve decided your COGS, then you probably can work out how to cut back your cost of products bought. Gross Sales Commissions \u2013 Gross Sales commissions are one other common expense that should be included in the cost of income for a service company. You solely incur sales commission&nbsp; expenses whenever you generate revenue through a sale of your product or service; therefore, sales commissions must be included in your cost of income. SG&amp;A represents operating expenses similar to advertising, office lease, and administrative salaries, that are separate from the direct manufacturing costs captured in COGS. Moreover, by controlling direct costs, SaaS corporations can enhance their gross margins, thereby impacting business profitability and monetary health. Now I will go through a list of expenses that you would incur whether or not or not you offered a services or products.<\/p>\n<h2>Create A Free Account To Unlock This Template<\/h2>\n<p>These gadgets are undoubtedly thought-about goods, and these companies certainly have inventories of such items. Both of these industries can listing COGS on their income statements and declare them for tax functions. When you run a enterprise that sells any services or products, the price of items offered (COGS) is a vital metric. Price of goods bought is a major input in total profitability, so understanding how COGS works and flows into your corporation results is vital for any enterprise proprietor or manager. Value of goods sold, also referred to as cost of gross sales, refers again to the direct expenses of manufacturing the goods or companies your small business sells. It\u2019s essential to notice that there is no Generally Accepted Accounting Precept (GAAP) for calculating COGS in SaaS or subscription-based businesses.<\/p>\n<h2>Manage Your Cogs And Opex With Ramp<\/h2>\n<p>Nevertheless, it\u2019s somewhat extra complicated for a SaaS business as a result of as quickly as developed, the same SaaS product can be bought to any number of clients. In the SaaS context, the more prospects you get, the upper your costs are for delivering your product. In general your utilities usually are not considered as previous of Price of Items <a href=\"https:\/\/www.online-accounting.net\/how-to-calculate-cost-of-goods-sold\/\">cost of goods sold for a service company<\/a> Bought or Value of Revenue. Now I wish to dive deep into exactly what Price of Revenue is and what it is not. I additionally need to help you determine your value of income for a service firm on a per unit basis.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"406px\" alt=\"cost of goods sold for a service company\" 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\"\/><\/p>\n<p>It&nbsp; considerably simplifies establishing the detailed charts of accounts essential to accurately define and track the entire bills that go into your COGS. The accepted benchmark for SaaS companies is that their gross margin must be 80-90% with their COGS between 10-20%. Higher COGS are generally influenced by more complex software implementation or service prices (and lead to lower gross margins). Fuel Costs \u2013 You need to drive out to the job web site with a fleet of three automobiles and equipment. This is an expense that you&#8217;d only incur if you got the job; therefore, it ought to be included in value of revenue. The job site is 50 miles away, so each vehicle will drive a one hundred mile round trip.<\/p>\n<p>Understanding this interplay enables knowledgeable selections about purchasing, production, and pricing strategies, leading to improved monetary efficiency. OpEx covers the costs of operating your day-to-day operations, outside of manufacturing. Not Like COGS, working expenses are not factored into gross revenue but are subtracted afterward to calculate web revenue in your revenue assertion. COGS varieties the premise for calculating gross profit and gross margin, each of that are key metrics that present insights into a company\u2019s monetary health.<\/p>\n<ul>\n<li>IFRS and US GAAP enable totally different policies for accounting for inventory and cost of goods offered.<\/li>\n<li>While COGS is necessary for determining gross profit, it\u2019s important to recollect its limitations, corresponding to not including oblique prices and the potential for accounting manipulation.<\/li>\n<li>The accepted benchmark for SaaS firms is that their gross margin should be 80-90% with their COGS between 10-20%.<\/li>\n<li>Your staff wages is considered value of income, so in this state of affairs you would have $90 in direct labor prices that might be included in your price of income.<\/li>\n<li>Put merely, the worth of items sold (COGS) is the fee to a company of producing merchandise, regardless of the precise sale price.<\/li>\n<\/ul>\n<p>All in a single accounting software for small businesses to handle your books, taxes, invoices, and contracts. This method helps you identify the price of all goods bought during a selected period. This article is for academic functions and doesn&#8217;t represent authorized, financial, or tax advice. For specific advice applicable to your small business, please contact knowledgeable. To start, it\u2019s useful to look into industry averages to get a baseline understanding of what\u2019s typical in your field.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"405px\" alt=\"cost of goods sold for a service company\" 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\"\/><\/p>\n<p>You don\u2019t need a robust monetary background to use COGS to construct a extra profitable long-term enterprise strategy. Hundreds Of Thousands of firms use Square to take payments, manage employees, and conduct business in-store and on-line. Similarly, excessive OpEx indicates substantial costs in sustaining your business operations. If these prices are too high, it would suggest inefficiencies in how your business is run. Working a enterprise with excessive COGS and OpEx relative to gross sales can put your enterprise at a major disadvantage, especially when compared to industry friends. Figuring Out which bills fall beneath fixed vs. variable OpEx makes it easier to forecast cash flow and adapt to enterprise progress or any slowdowns.<\/p>\n<p>COGS represents the direct costs of producing items or providers, while operating expenses cowl overhead and administrative prices not tied directly to production. We worked with a service company whose accounting team incorrectly categorized trip and sick pay for consultants as operating expenses instead of COGS. This brought on their gross profit margin to look higher than they actually have been, resulting in underpricing their providers by about 1%\u20132% of sales.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Price of Goods Offered (COGS) is the total price of producing or buying the merchandise that a enterprise sells throughout&#8230;<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[86],"tags":[],"class_list":["post-2834","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-2"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.1 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>What&#039;s Value Of Goods Offered The Method To Calculate - Blog<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.dreamplaces.pt\/blog\/what-s-value-of-goods-offered-the-method-to\/\" \/>\n<meta property=\"og:locale\" content=\"pt_PT\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"What&#039;s Value Of Goods Offered The Method To Calculate - 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