{"id":822,"date":"2021-09-06T13:37:42","date_gmt":"2021-09-06T13:37:42","guid":{"rendered":"https:\/\/ccrmaquinaria.es\/?p=822"},"modified":"2023-05-03T11:45:04","modified_gmt":"2023-05-03T11:45:04","slug":"how-accumulated-depreciation-works-formula-excel","status":"publish","type":"post","link":"https:\/\/ccrmaquinaria.es\/index.php\/2021\/09\/06\/how-accumulated-depreciation-works-formula-excel\/","title":{"rendered":"How Accumulated Depreciation Works? Formula &#038; Excel Examples"},"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\">Connect With a Financial Advisor<\/a><\/li>\n<li><a href=\"#toc-1\">How is the accumulated depreciation to fixed assets ratio calculated?<\/a><\/li>\n<li><a href=\"#toc-2\">Is Accumulated Depreciation a Current or Long-Term Asset?<\/a><\/li>\n<li><a href=\"#toc-3\">Is accumulated depreciation an asset or liability?<\/a><\/li>\n<li><a href=\"#toc-5\">Resources for Your Growing Business<\/a><\/li>\n<li><a href=\"#toc-6\">Accumulated Depreciation on Your Business Balance Sheet<\/a><\/li>\n<li><a href=\"#toc-7\">Where Accumulation Depreciation Fits In<\/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=\"251px\" alt=\"does accumulated depreciation is an asset\"\/><\/p>\n<p>The accumulated depreciation to fixed assets ratio is a component of the fixed assets ratio. The fixed assets ratio is calculated by dividing the total fixed assets by the net income. The accumulated depreciation to fixed assets ratio is the portion of accumulated depreciation on total physical assets or fixed assets. The accumulated depreciation to fixed assets ratio is a metric indicating the portion of accumulated depreciation of total physical assets or fixed assets.<\/p>\n<p>Most businesses have assets that are used to create a product or service. Over the years, these assets may incur wear and tear, reducing the dollar value of those assets. These methods are allowable under Generally Accepted Accounting Principles .<\/p>\n<h2 id=\"toc-0\">Connect With a Financial Advisor<\/h2>\n<p>With reduced revenue, companies can lower the potential taxes that need to be paid. This aspect is one of the most attractive things about accumulated depreciation for businesses. A depreciation journal entry records the current depreciation amount as a debit to a Depreciation expense account and a credit to an Accumulated Depreciation contra-asset account.<\/p>\n<div style='text-align:center'><iframe width='566' height='314' src='https:\/\/www.youtube.com\/embed\/iruD9KTNnNc' frameborder='0' alt='does accumulated depreciation is an asset' allowfullscreen><\/iframe><\/div>\n<p>Depreciation is an income tax deduction that allows you to use the cost of property or assets that are placed in service to offset certain types of income. But determining whether accumulated depreciation is an asset or liability requires some explanation. When you sell or dispose of an asset, you need to remove both the asset account <a href=\"https:\/\/personal-accounting.org\/is-accumulated-depreciation-a-current-asset\/\">does accumulated depreciation is an asset<\/a> and its accumulated depreciation from your books. Accumulated depreciation for the desk after year five is $7,000 ($1,400 annual depreciation expense \u2715 5 years). Accumulated depreciation is the sum of depreciation costs charged to an asset. The Ascent walks you through how to calculate and record accumulated depreciation.<\/p>\n<h2 id=\"toc-1\">How is the accumulated depreciation to fixed assets ratio calculated?<\/h2>\n<p>A  commonly practiced strategy for depreciating an asset is to recognize a half year of depreciation in the year an asset is acquired and a half year of depreciation in the last year of an asset\u2019s useful life. This strategy is employed to more fairly allocate depreciation expense and accumulated depreciation in years when an asset may only be used part of a year. Though similar sounding in name, accumulated depreciation and accelerated depreciation refer to very different accounting concepts.<\/p>\n<p>That said, there is a potential downside to depreciation, and that comes when the investor sells a property that has been depreciated for a number of years. As the years go by and depreciation is allocated to a property, the amount of accumulated depreciation will increase as well. As the accumulated depreciation increases, the net book value of the property declines. From a tax perspective, this means that the investor\u2019s cost basis in the asset decreases as depreciation is applied to the property.<\/p>\n<h2 id=\"toc-2\">Is Accumulated Depreciation a Current or Long-Term Asset?<\/h2>\n<p>Using the straight-line depreciation method, Waggy Tails finds that the asset will depreciate by $10,000 a year for the next ten years until its book value is $10,000. The journal entries for the accumulated depreciation will help you determine how much of an asset has been written off and its remaining useful life. Accumulated depreciation is an accounting term used to assess the financial health of your business. This post will help you understand what accumulated depreciation means and how you can calculate it to simplify your bookkeeping. From an accounting perspective, you\u2019re selling the freezer at a $3,000 loss ($1,000 sale \u2013 $4,000 net book value). Depreciation for intangible assets is called amortization, and businesses record accumulated amortization the same as accumulated depreciation.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/personal-accounting.org\/wp-content\/uploads\/2022\/02\/present-value-formula-and-pv-calculator-in-excel-1bb7.jpg\" width=\"258px\" alt=\"does accumulated depreciation is an asset\"\/><\/p>\n<p>The purpose  of stating accumulated depreciation on the principle balance sheet is to help the readers understand the original cost of an asset and how much of it has been written off. The straight-line method is the easiest way to calculate accumulated depreciation. With the straight-line method, you depreciate assets at an equal amount over each year for the rest of its useful life. The double declining balance depreciation method is an accounting approach that involves depreciating some assets at twice the rate specified by straight-line depreciation. Investing in alternative assets involves higher risks than traditional investments and is suitable only for sophisticated investors. Alternative investments are often sold by prospectus that discloses all risks, fees, and expenses.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Is depreciation is an asset?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Depreciation expense is the amount that a company&apos;s assets are depreciated for a single period (e.g, quarter or the year), while accumulated depreciation is the total amount of wear to date. Depreciation expense is not an asset and accumulated depreciation is not an expense.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Connect With a Financial Advisor How is the accumulated depreciation to fixed assets ratio calculated? Is Accumulated Depreciation a Current or Long-Term Asset? Is accumulated depreciation an asset or liability? Resources for Your Growing Business Accumulated Depreciation on Your Business Balance Sheet Where Accumulation Depreciation Fits In The accumulated depreciation to fixed assets ratio [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[84],"tags":[],"class_list":["post-822","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-2"],"_links":{"self":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/822","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/comments?post=822"}],"version-history":[{"count":1,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/822\/revisions"}],"predecessor-version":[{"id":823,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/posts\/822\/revisions\/823"}],"wp:attachment":[{"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/media?parent=822"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/categories?post=822"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ccrmaquinaria.es\/index.php\/wp-json\/wp\/v2\/tags?post=822"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}