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{"id":3067,"date":"2021-07-22T03:00:10","date_gmt":"2021-07-22T08:00:10","guid":{"rendered":"https:\/\/yoempaque.com\/?p=3067"},"modified":"2023-04-27T07:51:06","modified_gmt":"2023-04-27T12:51:06","slug":"how-to-calculate-overhead-costs-in-3-easy-steps","status":"publish","type":"post","link":"https:\/\/yoempaque.com\/index.php\/2021\/07\/22\/how-to-calculate-overhead-costs-in-3-easy-steps\/","title":{"rendered":"How To Calculate Overhead Costs In 3 Easy Steps"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Types of overhead<\/a><\/li>\n<li><a href=\"#toc-1\">How To Calculate And Track Overhead Costs<\/a><\/li>\n<li><a href=\"#toc-2\">Get Control Of Your Payroll To Reduce Overhead Costs<\/a><\/li>\n<li><a href=\"#toc-3\">Common Mistakes When Calculating Overhead Costs in Construction<\/a><\/li>\n<li><a href=\"#toc-4\">Physical Costs<\/a><\/li>\n<li><a href=\"#toc-6\">6 Schedule Control<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"255px\" alt=\"how to calculate construction overhead in accounting\"\/><\/p>\n<p>Companies must be particularly careful with their  indirectly attributable overhead costs. The direct material cost  is one of the primary components of the product cost. Under this method, the absorption rate is based on the direct material cost.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is construction overhead cost?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Simply put, Overhead (cost) in construction is the cost of running the business. It can include the cost of executing projects, the expenses required for normal day-to-day business operations, and everything in-between.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Using your calculation above, your total overhead markup will be $60 so that you at least break even on costs. Now to check if you are actually meeting your objective of 20% on the contract amount, multiply 20% form the bid amount of $120,000 and you get $24,000 not $20,000. So you are $4,000 short of the desired 20% of bid or contract amount. So choose your contractor based upon their reputation, their experience, and their qualifications rather than just low bid.<\/p>\n<h2 id=\"toc-0\">Types of overhead<\/h2>\n<p>It eliminates the cost of maintenance and repair and payment for storage spaces. You can also decide to use recyclables and reusable products in the office to drive down expenses further. Cost of building supplies \u2014 materials, and equipment &#8211; raw materials, heavy-machinery rental , etc. Tom Scalisi is a freelance writer with over 15 years of experience in the trades.<\/p>\n<ul>\n<li>The average overhead costs for construction sit around 10%, but this can vary depending on the project and its scope.<\/li>\n<li>The Construction Services Industry shows a net profit margin of 17.22 percent for the first quarter of 2021.<\/li>\n<li>Being able to track those costs is important and project management software can help.<\/li>\n<li>Activity-based costing is a system that tallies the costs of overhead activities and assigns those costs to products.<\/li>\n<li>For example, overhead costs may be applied at a set rate based on the number of machine hours or labor hours required for the product.<\/li>\n<\/ul>\n<p>However, it\u2019s not a good idea to jack your prices up on your existing customers overnight. Give them notice that you\u2019re bringing your company\u2019s profit margin up to snuff with the rest of the industry and slowly increase it over the next six months or so. First, add up all of your fixed monthly expenses, which could include debt payments, rent, insurance, and more. Some examples of direct costs would include equipment rental or temporary office structures.<\/p>\n<h2 id=\"toc-1\">How To Calculate And Track Overhead Costs<\/h2>\n<p>In the U.S. the average overhead rate is 52%, which is spent on building operation, administrative salaries and other areas not directly tied to research. He went into detail on the accounting showing how millions were wasted each year on overhead cash grabs by university administrators in ZME Science. Regardless of the markup <a href=\"https:\/\/www.newsbreak.com\/@cnn-edits-1668599\/3002242453910-cash-flow-management-rules-in-the-construction-industry-best-practices-to-keep-your-business-afloat\">https:\/\/www.newsbreak.com\/@cnn-edits-1668599\/3002242453910-cash-flow-management-rules-in-the-construction-industry-best-practices-to-keep-your-business-afloat<\/a> you\u2019d like to charge, if the marketplace won\u2019t accept it, then it\u2019s not going to work. The amount you can charge depends on the market you are in and your reputation and marketing skills. Some companies are successful at charging higher than average prices by marketing themselves as the \u201cLexus\u201d quality of building vs. the Kia.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"how to calculate construction overhead in accounting\"\/><\/p>\n<p>Being able to track those costs is important and project management software can help. ProjectManager is online work and project management software that delivers real-time data to monitor costs as they happen. Our live dashboard requires no setup and lets you see how much you\u2019re spending during production and make sure that you\u2019re staying within your budget. The depreciation on the office building wouldn\u2019t be added to overhead costs because it has no direct or indirect involvement in the production of the product.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Types of overhead How To Calculate And Track Overhead Costs Get Control Of Your Payroll To Reduce Overhead Costs Common Mistakes When Calculating Overhead Costs in Construction Physical Costs 6 Schedule Control Companies must be particularly careful with their indirectly attributable overhead costs. The direct material cost is one of the primary components of [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[59],"tags":[],"class_list":["post-3067","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/posts\/3067","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/comments?post=3067"}],"version-history":[{"count":1,"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/posts\/3067\/revisions"}],"predecessor-version":[{"id":3068,"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/posts\/3067\/revisions\/3068"}],"wp:attachment":[{"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/media?parent=3067"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/categories?post=3067"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/yoempaque.com\/index.php\/wp-json\/wp\/v2\/tags?post=3067"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}