{"id":5492,"date":"2023-06-22T16:09:26","date_gmt":"2023-06-22T16:09:26","guid":{"rendered":"https:\/\/vps-3111518-x.dattaweb.com\/?p=5492"},"modified":"2024-12-12T10:39:12","modified_gmt":"2024-12-12T10:39:12","slug":"accumulated-depreciation-definition-formula","status":"publish","type":"post","link":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/2023\/06\/22\/accumulated-depreciation-definition-formula\/","title":{"rendered":"Accumulated Depreciation: Definition, Formula, Calculation"},"content":{"rendered":"<p><img decoding=\"async\" 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width=\"600px\" alt=\"what is accumulated depreciation\"\/><\/p>\n<p><p>Depreciation expense is a portion of the capitalized cost of an organization\u2019s fixed assets that are charged to expense in a reporting period. It is recorded with a debit to the depreciation expense account and a credit to the accumulated depreciation contra asset account. Another difference is that the depreciation expense for an asset is halted when the asset is sold, while accumulated depreciation is reversed when the asset is sold. A fixed asset, however, is not treated as an expense when it is purchased.<\/p>\n<\/p>\n<p><p>The double declining method accounts for depreciation twice as quickly as the declining method. Discover some scenarios where accelerated depreciation accounting methods might be the right choice. There are several different depreciation methods, including straight-line depreciation and accelerated depreciation.<\/p>\n<\/p>\n<p><p>If the vehicle is sold, both the vehicle\u2019s cost and its accumulated depreciation  at the date of the sale will be removed from the accounts. If the amount received is greater than the book value, a gain will be recorded. If the amount received is less than the book value, a loss is recorded. The straight-line method is the easiest way to calculate accumulated depreciation.<\/p>\n<\/p>\n<ol>\n<li>Accumulated depreciation should be shown just below the company\u2019s fixed assets.<\/li>\n<li>Accumulated depreciation is incorporated into the calculation of an asset&#8217;s net book value.<\/li>\n<li>The third scenario arises if the company finds an eager buyer willing to pay $80,000 for the old trailer.<\/li>\n<li>Discover some scenarios where accelerated depreciation accounting methods might be the right choice.<\/li>\n<li>Let&#8217;s say you have a car used in your business that has a value of $25,000.<\/li>\n<li>For companies with rapidly changing asset values or those in dynamic industries, this historical data may not be a reliable indicator of an asset\u2019s current worth.<\/li>\n<\/ol>\n<p><h2>Double-Declining Balance Method<\/h2>\n<\/p>\n<p><p>Accumulated depreciation appears on the balance sheet as a reduction from the gross amount of fixed assets reported. It is usually reported as a single line item, but a more detailed balance sheet might list several accumulated depreciation accounts, one for each fixed asset type. A typical presentation of accumulated depreciation appears in the following exhibit, which shows the fixed assets section of a balance sheet. 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.<\/p>\n<\/p>\n<p><h2>Accumulated Depreciation and the Sale of a Business Asset<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"607px\" alt=\"what is accumulated depreciation\"\/><\/p>\n<p><p>Accumulated depreciation represents the total depreciation of a company&#8217;s fixed assets at a specific point in time. Also, fixed assets are recorded on the balance sheet, and since accumulated depreciation affects a fixed asset&#8217;s value, it, too, is recorded on the balance sheet. Companies can depreciate their assets for accounting and tax purposes, and they have a number of different methods to choose from. Whichever way they decide to calculate it, depreciation expense will represent the amount for a single period and accumulated depreciation is the sum of depreciation expenses recorded for the asset up to that point. Depreciation expense is recorded on the income statement as an expense or debit, reducing net income. Accumulated depreciation is recorded in a contra account as a credit, reducing the value of fixed assets.<\/p>\n<\/p>\n<p><p>Showing contra accounts such as accumulated depreciation on the balance sheets gives the users of financial statements more information about the company. For example, if Poochie\u2019s just reported the net amount of its fixed assets ($49,000 as of December 31, 2019), the users would not know the asset\u2019s cost or the amount of depreciation attributed to each class of asset. As mentioned, accumulated depreciation represents the sum of all depreciation expenses for a particular asset as of a certain point in time. It is recorded on a company&#8217;s  general ledger as a contra account and under the assets section of a company&#8217;s balance sheet as a credit. A depreciation expense, on the other hand, is the portion of the cost of a fixed asset that was depreciated during a certain period, such as a year. Depreciation expense is recognized on the income statement as a non-cash expense that reduces the company&#8217;s net income or profit.<\/p>\n<\/p>\n<p><h2>Accumulated depreciation vs. depreciation expense<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='567' height='315' src='https:\/\/www.youtube.com\/embed\/iOdEVUS2_fc' frameborder='0' alt='what is accumulated depreciation' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>When depreciation is initially recorded as an expense on the company\u2019s balance sheet, the accumulated depreciation is recorded as a credit to offset that expense. The balance in the Equipment account will be reported on the company\u2019s balance sheet under the asset heading property, plant and equipment. Depreciation is necessary for measuring a company\u2019s net income in each accounting period.<\/p>\n<\/p>\n<p><p>This means that the data doesn\u2019t directly affect a company\u2019s cash flow. Investors and analysts should be cautious when interpreting this data, as it does not represent actual cash outflows. Ultimately, selecting the most suitable depreciation method requires consideration of the asset&#8217;s nature, expected usage, and the most accurate reflection of its decline in value over time. By making an informed choice, a company can present a fair and accurate portrayal of its financial position.<\/p>\n<\/p>\n<p><h2>Stay up to date on the latest accounting tips and training<\/h2>\n<\/p>\n<p><p>Over its useful life, the asset\u2019s cost becomes an expense as it declines in value year after year. The declining value of the asset on the balance sheet is reflected on the income statement as a depreciation <a href=\"https:\/\/www.1investing.in\/accumulated-depreciation-accountingtools\/\">what is accumulated depreciation<\/a> expense. Accumulated depreciation is a credit balance on the balance sheet, otherwise known as a contra account. It is the total amount of an asset that is expensed on the income statement over its useful life. Accumulated depreciation is the total amount of deprecation that has been charged to-date against an asset.<\/p>\n<\/p>\n<p><p>With the declining balance method, depreciation is recorded as a percentage of the asset&#8217;s current book value. Because the same percentage is used every year while the current book value decreases, the amount of depreciation decreases each year. Even though the total accumulated depreciation will increase, the amount of accumulated depreciation per year will decrease. Accumulated depreciation is recorded in a contra account, meaning it has a credit balance, which reduces the gross amount of the fixed asset. Assume that a company purchased a delivery vehicle for $50,000 and determined that the depreciation expense should be $9,000 for 5 years.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='564' height='310' src='https:\/\/www.youtube.com\/embed\/aEJljDBDRp0' frameborder='0' alt='what is accumulated depreciation' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Depreciation expense is a portion of the capitalized cost of an organization\u2019s fixed assets that are charged to expense in a reporting period. It is recorded with a debit to the depreciation expense account and a credit to the accumulated depreciation contra asset account. Another difference is that the depreciation expense for an asset is &#8230; <a title=\"Accumulated Depreciation: Definition, Formula, Calculation\" class=\"read-more\" href=\"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/2023\/06\/22\/accumulated-depreciation-definition-formula\/\" aria-label=\"More on Accumulated Depreciation: Definition, Formula, Calculation\">Leer m\u00e1s<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[24],"tags":[],"_links":{"self":[{"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/posts\/5492"}],"collection":[{"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/comments?post=5492"}],"version-history":[{"count":1,"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/posts\/5492\/revisions"}],"predecessor-version":[{"id":5494,"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/posts\/5492\/revisions\/5494"}],"wp:attachment":[{"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/media?parent=5492"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/categories?post=5492"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/vps-3111518-x.dattaweb.com\/index.php\/wp-json\/wp\/v2\/tags?post=5492"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}