{"id":9011,"date":"2025-10-02T23:46:24","date_gmt":"2025-10-02T23:46:24","guid":{"rendered":"https:\/\/omoshirogorufu.com\/how-to-calculate-overhead-value-a-step-by-step-for\/"},"modified":"2025-10-02T23:46:24","modified_gmt":"2025-10-02T23:46:24","slug":"how-to-calculate-overhead-value-a-step-by-step-for","status":"publish","type":"post","link":"https:\/\/omoshirogorufu.com\/ja\/how-to-calculate-overhead-value-a-step-by-step-for\/","title":{"rendered":"How To Calculate Overhead Value: A Step-by-step For Small Companies Owners"},"content":{"rendered":"<p>Sling will even notify you when you\u2019re about to schedule&nbsp;somebody into overtime to be able to make the mandatory changes. As the name suggests, a break-even evaluation is a set of numbers that measures the point at which your small business breaks even (and then begins to make a profit). Your insurance coverage bill arrives each twelve months, but you don\u2019t wish to leave it to likelihood that you\u2019ll have the funds for to cover this expense. Divide your premium by 12 and earmark&nbsp;that quantity just for insurance at the finish of the yr. These costs have to be included within the stock valuation of finished items and work in progress. Both COGS and the inventory value must be reported on the income statement and the stability sheet.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"603px\" alt=\"how to find overhead rate\" 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\"\/><\/p>\n<p>Start by identifying all the prices not directly tied to product manufacturing. This consists of lease, utilities, workplace provides, administrative staff salaries, and other essential services like cleaning or IT help. Group your prices into fastened and variable classes for a clearer image of your spending patterns. This involves breaking \u200ccosts into classes based mostly on nature and\/or purpose\u2014for example, administrative overheads, advertising and advertising, and lease and utilities.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"606px\" alt=\"how to find overhead rate\" 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\"\/><\/p>\n<p>The value difference can then be traced back to materials <a href=\"https:\/\/www.kelleysbookkeeping.com\/\">https:\/\/www.kelleysbookkeeping.com\/<\/a> and various manufacturing processes. With this form of calculation, you probably can determine between plantwide overhead and departmental overhead rates. All the items within the list above are related to the manufacturing perform of the enterprise.<\/p>\n<div style='text-align:center'><iframe width='564' height='311' src='https:\/\/www.youtube.com\/embed\/AzoBEL8e6jc' frameborder='0' alt='how to find overhead rate' allowfullscreen><\/iframe><\/div>\n<p>Correctly calculating and making use of overhead charges is a vital accounting course of for companies to soak up indirect prices into their job costing system and product pricing. Lastly, the overhead fee helps varied strategic business selections. This insight helps leaders make data-driven selections that align with the company\u2019s monetary <a href=\"https:\/\/www.kelleysbookkeeping.com\/what-is-overhead-cost-and-how-to-calculate-it\/\">how to find overhead rate<\/a> goals and long-term sustainability.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"608px\" alt=\"how to find overhead rate\" 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like automated categorization and reporting provide real-time visibility into overhead prices. Figuring Out the overhead cost per unit permits the business to set competitive pricing whereas nonetheless covering their oblique bills. The key is selecting an acceptable price driver &#8211; like machine hours in manufacturing or headcount in sales &#8211; to distribute overhead expenses. Rather than lump overhead costs into one expense account, companies should allocate mounted and variable overhead to departments. This means that it price the company $2,250 in overhead prices for each employee. The overhead absorption rate\u2014a company\u2019s overall costs spent on items and services\u2014is also important to understanding its value construction and efficiency.<\/p>\n<ul>\n<li>This means 16% of your monthly revenue will go towards your company\u2019s overhead costs.<\/li>\n<li>You also can simplify overhead cost monitoring through FreshBooks accounting software to supply real-time data on your small business funds.<\/li>\n<li>With the assistance of overhead costs, you allocate indirect prices that can not be directly assigned to a selected value unit to individual cost units.<\/li>\n<li>We&#8217;ll outline the basic formulas used to calculate various sorts of overhead charges and provide overhead cost examples.<\/li>\n<li>That means you put your labor pressure into optimum utilization at minimum overhead costs.<\/li>\n<li>For instance, the value of your month-to-month electricity bill may change due to a seasonal improve in manufacturing or higher power prices.<\/li>\n<\/ul>","protected":false},"excerpt":{"rendered":"<p>Sling will even notify you when you\u2019re about to schedule&nbsp;somebody into overtime to be able to make the mandatory changes. As the name suggests, a break-even evaluation is a set&#8230;<\/p>","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_feature_clip_id":0,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[26],"tags":[],"class_list":{"0":"post-9011","1":"post","2":"type-post","3":"status-publish","4":"format-standard","6":"category-bookkeeping-4"},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.7 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>How To Calculate Overhead Value: A Step-by-step For Small Companies Owners - Omoshirogorufu<\/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:\/\/omoshirogorufu.com\/ja\/how-to-calculate-overhead-value-a-step-by-step-for\/\" \/>\n<meta property=\"og:locale\" content=\"ja_JP\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"How To Calculate Overhead Value: A Step-by-step For Small Companies Owners - Omoshirogorufu\" \/>\n<meta property=\"og:description\" content=\"Sling will even notify you when you\u2019re about to schedule&nbsp;somebody into overtime to be able to make the mandatory changes. 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