﻿	{"id":42324,"date":"2021-04-23T16:13:18","date_gmt":"2021-04-23T14:13:18","guid":{"rendered":"https:\/\/imtes.fr\/?p=42324"},"modified":"2024-11-12T13:11:53","modified_gmt":"2024-11-12T12:11:53","slug":"depreciation-definition-and-types-with-calculation","status":"publish","type":"post","link":"https:\/\/imtes.fr\/index.php\/2021\/04\/23\/depreciation-definition-and-types-with-calculation\/","title":{"rendered":"Depreciation: Definition and Types, With Calculation Examples"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"609px\" alt=\"accounting depreciation\"\/><\/p>\n<p><p>Depreciation allows businesses <a href=\"https:\/\/www.adprun.net\/asset-definition-meaning\/\">asset definition and meaning<\/a> to spread the cost of physical assets over a period of time, which has advantages from both an accounting and tax perspective. Businesses have a variety of depreciation methods to choose from, including straight-line, declining balance, double-declining balance, sum-of-the-years&rsquo; digits, and unit of production . 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.<\/p>\n<\/p>\n<p><h2>Depreciation Is a Process of Cost Allocation<\/h2>\n<\/p>\n<p><p>In the case of the semi-trailer, such uses could be delivering goods to customers or transporting goods between warehouses and the manufacturing facility or retail outlets. All of these uses contribute to the revenue those goods generate when they are sold, so it makes sense that the trailer&rsquo;s value is charged a bit at a time against that revenue. While companies do not break down the book values or depreciation for investors to the level discussed here, the assumptions they use are often discussed in the footnotes to the financial statements. Income statement accounts are referred to as temporary accounts since their account balances are closed to a stockholders\u2019 equity account after the annual income statement is prepared.<\/p>\n<\/p>\n<ol>\n<li>In many cases the manufacturer will provide you with an estimate of the asset\u2019s usable life, measured in years, number of miles driven, or number of units produced.<\/li>\n<li>Capital assets such as buildings, machinery, and equipment are useful to a company for a limited number of years.<\/li>\n<li>The double declining method (DDB) is a form of accelerated depreciation, where a greater proportion of the total depreciation expense is recognized in the initial stages.<\/li>\n<li>In the case of the semi-trailer, such uses could be delivering goods to customers or transporting goods between warehouses and the manufacturing facility or retail outlets.<\/li>\n<\/ol>\n<p><h2>How Depreciation is Recorded<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"602px\" alt=\"accounting depreciation\"\/><\/p>\n<p><p>Internally developed intangible assets are expensed as incurred (R&amp;D costs). Note that while salvage value is not used in declining balance calculations, once an asset has been depreciated down to its salvage value, it cannot be further depreciated. To do the straight-line method, you choose to depreciate your property at an equal amount for each year over its useful lifespan. For mature businesses experiencing low, stagnating, or declining growth, the depreciation to capex ratio converges near 100%, as the majority of total Capex is related to maintenance Capex. In turn, depreciation can be projected as a percentage of Capex (or as a percentage of revenue, with depreciation as an % of Capex calculated separately as a sanity check). While more technical and complex, the waterfall approach seldom yields a substantially differing result compared to projecting Capex as a percentage of revenue and depreciation as a percentage of Capex.<\/p>\n<\/p>\n<p><h2>Depreciation and Taxation<\/h2>\n<\/p>\n<p><p>However, in most countries the life is based on business experience, and the method may be chosen from one of several acceptable methods. If you don\u2019t depreciate your asset, you won\u2019t be able to claim the full benefit of the depreciation tax deduction. This deduction relies on claiming annual depreciation\u2014since you can\u2019t claim the full depreciation amount all in one year, you\u2019ll lose out on potential tax benefits. This formula will give you greater annual depreciation at the beginning portion of the asset\u2019s useful life, with gradually declining amounts each year until you reach the salvage value.<\/p>\n<\/p>\n<p><p>Salvage value is the carrying value that remains on the balance sheet after which all depreciation is accounted for until the asset is disposed of or sold. Salvage value is what a company expects to receive in exchange for the asset at the end of its useful life. To calculate depreciation using the straight-line method, subtract the asset\u2019s salvage value (what you expect it to be worth at the end of its useful life) from its cost.<\/p>\n<\/p>\n<p><p>But in practice, most companies prefer straight-line depreciation for GAAP reporting purposes because lower depreciation will be recorded in the earlier years of the asset\u2019s useful life than under accelerated depreciation. This method often is used if an asset is expected to lose greater value or have greater utility in earlier years. Some companies may use the double-declining balance equation for more aggressive depreciation and early expense management. The four depreciation methods include straight-line, declining balance, sum-of-the-years&rsquo; digits, and units of production. The expected useful life is another area where a change 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><div style='text-align:center'><iframe width='568' height='319' src='https:\/\/www.youtube.com\/embed\/SD248iavlSg' frameborder='0' alt='accounting depreciation' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Both the asset account Truck and the contra asset account Accumulated Depreciation \u2013 Truck are reported on the balance sheet under the asset heading property, plant and equipment. The asset\u2019s cost minus its estimated salvage value is known as the asset\u2019s depreciable cost. It is the depreciable cost that is systematically allocated to expense during the asset\u2019s useful life.<\/p>\n<\/p>\n<p><p>Sum-of-the-years&rsquo; digits depreciation does the same thing but less aggressively. Finally, units of production depreciation takes an entirely different approach by using units produced by an asset to determine the asset&rsquo;s value. Measuring depreciation is important as it allocates the cost of an asset over the periods that the company benefited from its use (matching revenues and expenses). We\u2019ll explore different ways to calculate steady and accelerated depreciation so you can measure depreciation on different types of assets. We\u2019ll also take a look at how depreciation relates to taxation and accounting, what assets you can claim for depreciation, and common causes of asset depreciation.<\/p>\n<\/p>\n<p><p>Depreciation measures the economic effect of this wear and tear and allows you to allocate that change in value over the asset\u2019s usable  life. Understanding depreciation is important for getting the most out of your assets at tax time. You can claim depreciation to reduce your total taxable income, saving you money on your taxes. The&nbsp;sum-of-the-years&rsquo; digits (SYD) method also allows for accelerated  depreciation. Accumulated depreciation is a&nbsp;contra-asset account on a balance sheet; its natural balance is a credit that reduces the overall value of a company&rsquo;s assets.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='566' height='311' src='https:\/\/www.youtube.com\/embed\/M-VzJ51zZoM' frameborder='0' alt='accounting depreciation' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Depreciation allows businesses asset definition and meaning to spread the cost of physical assets over a period of time, which has advantages from both an accounting and tax perspective. Businesses have a variety of depreciation methods to choose from, including straight-line, declining balance, double-declining balance, sum-of-the-years&rsquo; digits, and unit of production . Instead, the cost [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"ocean_post_layout":"","ocean_both_sidebars_style":"","ocean_both_sidebars_content_width":0,"ocean_both_sidebars_sidebars_width":0,"ocean_sidebar":"","ocean_second_sidebar":"","ocean_disable_margins":"enable","ocean_add_body_class":"","ocean_shortcode_before_top_bar":"","ocean_shortcode_after_top_bar":"","ocean_shortcode_before_header":"","ocean_shortcode_after_header":"","ocean_has_shortcode":"","ocean_shortcode_after_title":"","ocean_shortcode_before_footer_widgets":"","ocean_shortcode_after_footer_widgets":"","ocean_shortcode_before_footer_bottom":"","ocean_shortcode_after_footer_bottom":"","ocean_display_top_bar":"default","ocean_display_header":"default","ocean_header_style":"","ocean_center_header_left_menu":"","ocean_custom_header_template":"","ocean_custom_logo":0,"ocean_custom_retina_logo":0,"ocean_custom_logo_max_width":0,"ocean_custom_logo_tablet_max_width":0,"ocean_custom_logo_mobile_max_width":0,"ocean_custom_logo_max_height":0,"ocean_custom_logo_tablet_max_height":0,"ocean_custom_logo_mobile_max_height":0,"ocean_header_custom_menu":"","ocean_menu_typo_font_family":"","ocean_menu_typo_font_subset":"","ocean_menu_typo_font_size":0,"ocean_menu_typo_font_size_tablet":0,"ocean_menu_typo_font_size_mobile":0,"ocean_menu_typo_font_size_unit":"px","ocean_menu_typo_font_weight":"","ocean_menu_typo_font_weight_tablet":"","ocean_menu_typo_font_weight_mobile":"","ocean_menu_typo_transform":"","ocean_menu_typo_transform_tablet":"","ocean_menu_typo_transform_mobile":"","ocean_menu_typo_line_height":0,"ocean_menu_typo_line_height_tablet":0,"ocean_menu_typo_line_height_mobile":0,"ocean_menu_typo_line_height_unit":"","ocean_menu_typo_spacing":0,"ocean_menu_typo_spacing_tablet":0,"ocean_menu_typo_spacing_mobile":0,"ocean_menu_typo_spacing_unit":"","ocean_menu_link_color":"","ocean_menu_link_color_hover":"","ocean_menu_link_color_active":"","ocean_menu_link_background":"","ocean_menu_link_hover_background":"","ocean_menu_link_active_background":"","ocean_menu_social_links_bg":"","ocean_menu_social_hover_links_bg":"","ocean_menu_social_links_color":"","ocean_menu_social_hover_links_color":"","ocean_disable_title":"default","ocean_disable_heading":"default","ocean_post_title":"","ocean_post_subheading":"","ocean_post_title_style":"","ocean_post_title_background_color":"","ocean_post_title_background":0,"ocean_post_title_bg_image_position":"","ocean_post_title_bg_image_attachment":"","ocean_post_title_bg_image_repeat":"","ocean_post_title_bg_image_size":"","ocean_post_title_height":0,"ocean_post_title_bg_overlay":0.5,"ocean_post_title_bg_overlay_color":"","ocean_disable_breadcrumbs":"default","ocean_breadcrumbs_color":"","ocean_breadcrumbs_separator_color":"","ocean_breadcrumbs_links_color":"","ocean_breadcrumbs_links_hover_color":"","ocean_display_footer_widgets":"default","ocean_display_footer_bottom":"default","ocean_custom_footer_template":"","ocean_post_oembed":"","ocean_post_self_hosted_media":"","ocean_post_video_embed":"","ocean_link_format":"","ocean_link_format_target":"self","ocean_quote_format":"","ocean_quote_format_link":"post","ocean_gallery_link_images":"on","ocean_gallery_id":[],"footnotes":""},"categories":[22],"tags":[],"class_list":["post-42324","post","type-post","status-publish","format-standard","hentry","category-bookkeeping","entry"],"_links":{"self":[{"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/posts\/42324","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/comments?post=42324"}],"version-history":[{"count":0,"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/posts\/42324\/revisions"}],"wp:attachment":[{"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/media?parent=42324"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/categories?post=42324"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/imtes.fr\/index.php\/wp-json\/wp\/v2\/tags?post=42324"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}