{"id":33963,"date":"2021-09-02T23:10:58","date_gmt":"2021-09-02T16:10:58","guid":{"rendered":"http:\/\/surin.nfe.go.th\/News\/?p=33963"},"modified":"2024-12-13T23:49:58","modified_gmt":"2024-12-13T16:49:58","slug":"depreciation-expense-formula-calculation-tutorial","status":"publish","type":"post","link":"http:\/\/surin.dole.go.th\/News\/?p=33963","title":{"rendered":"Depreciation Expense Formula + Calculation Tutorial"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"601px\" alt=\"depreciation accounting\" \/><\/p>\n<p><p>Then, it can calculate depreciation using a method suited to its accounting needs, asset type, asset lifespan, or the number of units produced. The expected useful life is another area where a change <a href=\"https:\/\/www.simple-accounting.org\/how-to-run-a-committee-with-pictures\/\">how to run a committee with pictures<\/a> would impact depreciation, the bottom line, and the balance sheet. Suppose that the company is using the straight-line schedule originally described.<\/p>\n<\/p>\n<p><h2>Physical Deterioration<\/h2>\n<\/p>\n<p><p>Instead, the cost is placed as an asset onto the balance sheet and that value is steadily reduced over the useful life of the asset. This happens because of the matching principle from GAAP, which says expenses are recorded in the same accounting period as the revenue that is earned as a result of those expenses. Hence, if the production decreases, the depreciated cost also steeps down and vice versa. The salvage value represents the cost the company expects to recover at the  end of the machine&#8217;s useful life. After deducting this residual value from the fixed asset cost, the value acquired is divided by the useful life of the fixed assets. If an asset is depreciated for financial reporting purposes, it&#8217;s considered a non-cash charge because it doesn&#8217;t represent an actual cash outflow.<\/p>\n<\/p>\n<ol>\n<li>Companies have several options for depreciating the value of assets over time, in accordance with GAAP.<\/li>\n<li>Depreciation recapture is a provision of the tax law that requires businesses or individuals that make a profit in selling an asset\u2014that was previously depreciated\u2014to report it as income.<\/li>\n<li>The average remaining useful life for existing PP&amp;E and useful life assumptions by management (or a rough approximation) are necessary variables for projecting new Capex.<\/li>\n<li>All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly.<\/li>\n<li>This helps you track where you are in the depreciation process and how much of the asset\u2019s value remains.<\/li>\n<\/ol>\n<p><h2>Calculating Depreciation Using the Straight-Line Method<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"607px\" alt=\"depreciation accounting\" \/><\/p>\n<p><p>Or, it may be larger in earlier years and decline annually over the life of the asset. This formula is best for production-focused businesses with asset output that fluctuates due to demand. This formula is best for companies with assets that lose greater value in the early years and that want larger depreciation deductions sooner. This formula is best for small businesses seeking a simple method of depreciation. It does not matter if the trailer could be sold for $80,000 or $65,000 at this point; on the balance sheet, it is worth $73,000. The two main assumptions built into the depreciation amount are the expected useful life and the salvage value.<\/p>\n<\/p>\n<p><p>Companies depreciate to allocate the cost of a tangible asset, over its useful life. When the asset is used, wear and tear occur from erosion, dust, <a href=\"https:\/\/www.business-accounting.net\/what-are-the-types-of-costs-in-cost-accounting-2\/\">what are the types of costs in cost accounting<\/a> and decay. Despite proper maintenance and precaution, it is impossible to preserve the original form and quality of the asset.<\/p>\n<\/p>\n<p><h2>How These Assets are Recorded<\/h2>\n<\/p>\n<p><p>There are four allowable methods for calculating depreciation, and which one a company chooses to use depends on that company&#8217;s specific circumstances. Small businesses looking for the easiest approach might choose straight-line depreciation, which simply calculates the projected average yearly depreciation of an asset over its lifespan. Since different assets depreciate in different ways, there are other ways to calculate it. Declining balance depreciation allows companies to take larger deductions during the earlier years of an assets lifespan. Sum-of-the-years&#8217; digits depreciation does the same thing but less aggressively.<\/p>\n<\/p>\n<p><p>As business accounts are usually prepared on an annual basis, it is common to calculate depreciation only once at <a href=\"https:\/\/www.accountingcoaching.online\/does-a-purple-nose-indicate-alcoholism\/\">purple nose alcohol<\/a> the end of each financial year. Therefore, a reasonable assumption is that the loss in the value of a fixed asset in a period is the worth of the service provided by that asset over that period. Sandra Habiger is a Chartered Professional Accountant with a Bachelor\u2019s Degree in  Business Administration from the University of Washington.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div>\n<\/p>\n<p><p>Our PRO users get lifetime access to our depreciation cheat sheet, flashcards, quick tests, business forms, and more. For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. From our modeling tutorial, our hypothetical scenario shows the method by which depreciation, PP&amp;E, and Capex can be forecasted, and illustrates just how intertwined the three metrics ultimately are.<\/p>\n<\/p>\n<p><p>Continuing to use our example of a $5,000 machine, depreciation in year one would be $5,000 x (2 \/ 5), or $2,000. In year two it would be ($5,000 &#8211; $2,000) x (2 \/ 5), or $1,200, and so on.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Then, it can calculate depreciation using a method suit [&hellip;]<\/p>\n","protected":false},"author":19,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-33963","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/33963","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/users\/19"}],"replies":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=33963"}],"version-history":[{"count":1,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/33963\/revisions"}],"predecessor-version":[{"id":33964,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/33963\/revisions\/33964"}],"wp:attachment":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=33963"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=33963"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=33963"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}