{"id":316569,"date":"2024-01-12T07:38:27","date_gmt":"2024-01-12T10:38:27","guid":{"rendered":"http:\/\/ppgsc.uea.edu.br\/?p=316569"},"modified":"2024-09-16T08:13:59","modified_gmt":"2024-09-16T11:13:59","slug":"scrap-value-depreciation-formula-and-example-using","status":"publish","type":"post","link":"https:\/\/ppgsc.uea.edu.br\/index.php\/scrap-value-depreciation-formula-and-example-using\/","title":{"rendered":"Scrap Value Depreciation Formula and Example Using It"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"254px\" alt=\"what is a scrap value\"\/><\/p>\n<p><p>The value of the asset is reported on the balance sheet and the depreciation expense is recorded on the income statement. Scrap value influences a company\u2019s financial statements by affecting the level of net income and depreciation expense. The scrap value is utilized to calculate the depreciation expense in financial statements, which directly affects a company\u2019s net income.<\/p>\n<\/p>\n<p><p>The total cost of an asset includes the initial cost of the asset plus any additional costs incurred to bring the asset to its present condition and location. The depreciable amount of an asset is the initial cost of the asset minus its scrap value. For instance, a car that has been in an accident may have damaged parts that cannot be sold. The value of scrap is determined by the usable components that can be extracted from the asset. For instance, a car that is no longer usable may have several parts that can be sold, such as the engine, transmission, and tires. ABC Manufacturing Company purchases a machine for $30,000, which it anticipates using for production over the next 10 years.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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width=\"257px\" alt=\"what is a scrap value\"\/><\/p>\n<p><h2>Comprehensive Guide to Inventory Accounting<\/h2>\n<\/p>\n<p><p>In these circumstances, negative scrap value is recognized as an expense on the financial statements. Businesses should be aware of the potential for negative scrap value and strategically plan to prevent financial losses. The scrap value of an asset can be negative if the cost of disposing of the asset results in a net cash outflow that is a contributing factor in the scrap value. So, after 6 years if the company sells the car, 60% depreciation is reported over 6 years and scrap value is 40% of the initial cost of the car. With an enormous number of manufacturing organizations depending on their machinery for supporting efficiency, they consistently assess the gear they own. The general costs additionally influence the overall efficacy of the organization.<\/p>\n<\/p>\n<p><h2>Worth of Individual Components<\/h2>\n<\/p>\n<p><p>Fixed assets are long-term assets that are used in the production of goods or services. Fixed assets are recorded on the balance sheet and are depreciated over their useful lives. It is important to note that the scrap value must be estimated accurately to ensure that the depreciation expense is calculated correctly. If the scrap value is overestimated, the depreciation expense will be understated, resulting in an overstatement of the asset\u2019s value. Conversely, if the scrap value is underestimated, the depreciation expense will be overstated, resulting in an understatement of the asset\u2019s value. Negative scrap value occurs when an asset needs to be disposed of at a cost greater than its value.<\/p>\n<\/p>\n<p><h2>Scrap Value and Intangible Assets<\/h2>\n<\/p>\n<ol>\n<li>Your employees can view their payslips, apply for time off, and file their claims and expenses online.<\/li>\n<li>The individual components, known as scrap, are worth something if they can be put to other uses.<\/li>\n<li>It is also referred to as residual value, salvage value, or break-up value and is used to calculate an asset\u2019s annual depreciation expense.<\/li>\n<li>It is the value of the asset after it has been fully depreciated and is ready to be sold for scrap.<\/li>\n<\/ol>\n<p><p>Furthermore, scrap value plays a significant role in determining depreciation expenses, which directly influence a company\u2019s financial statements. Scrap value is an important consideration when calculating the depreciation expense of fixed assets. It is the residual value of the asset after it has been fully depreciated and is ready to be sold for scrap. Properly accounting for scrap value can help a company accurately record the value of its fixed assets and avoid any unexpected gains or losses. Scrap value is the estimated cost that a fixed asset can be sold for after taking full depreciation into account. It is also referred to as residual value, salvage value, or break-up value and is used to calculate an asset\u2019s annual depreciation expense.<\/p>\n<\/p>\n<p><h2>How Is Scrap Value Calculated \u2013 Definition, Formula &amp; Examples<\/h2>\n<\/p>\n<p><p>The depreciation expense is then subtracted from the revenue to determine the net income. Material managers must carefully track the scrap value of materials in order to optimize their inventory management processes. This involves monitoring the supply and demand of materials, as well as the quality of the materials being used in production. Scrap value is the residual value of a fixed asset that is no longer useful. It is the value of the asset after it has been fully depreciated and is ready to be sold for scrap. Scrap value of an asset may be defined as the estimated price that can be collected by salvaging or selling the asset after its useful life.<\/p>\n<\/p>\n<p><p>The owner can instead elect to sell the truck to a junkyard, which is willing to pay $600 for the truck and then sell off the parts. Thus, the owner has the choice of spending more money to keep the truck operational, or to sell the vehicle at its scrap value. With Deksera CRM you can manage contact and deal management, sales pipelines, email campaigns, customer support, etc.<\/p>\n<\/p>\n<p><h2>Declining-Balance Method<\/h2>\n<\/p>\n<p><p>Alternatively, if the machine had no scrap value, the annual depreciation expense would be $10,000 ($50,000 divided by 5 years). Therefore, scrap value reduces the amount of depreciation expense recognized each year, which can have a significant impact on a company\u2019s financial statements. In financial accounting, capital assets or long-term assets, such as machinery, vehicles, and furniture, have a useful life.<\/p>\n<\/p>\n<p><p>This value is then recorded in the accounting books as a credit to the asset account and a debit to the gain or loss account. In this example, the scrap value of $2,000 represents the estimated worth of the machine\u2019s components or materials at the end of its useful life. Scrap value is the estimated value of an asset\u2019s components or materials when the asset <a href=\"https:\/\/turbo-tax.org\/combat-zone\/\">combat zone<\/a> is no longer in use or at the end of its useful life. Scrap Loss is calculated by taking the number of unusable units divided by the total number of units produced. This ratio can be calculated for individual production steps, overall production steps, or broken into basic scrap categories such as bad products, rework and first material.<\/p>\n<\/p>\n<p><p>The scrap value of an asset is used to calculate the depreciable amount of the asset. Scrap value is an important concept in material management that plays a critical role in optimizing inventory management processes. By carefully tracking the scrap value of materials and implementing recycling programs, material managers can maximize the value of their inventory and reduce waste. The scrap value of materials is determined by several factors, including supply and demand, inventory costs, and the quality of the materials. In general, materials with high scrap values are those that are in high demand and have low inventory costs. When the machine reaches the end of its useful life, it can be sold for scrap for $1,000.<\/p>\n<\/p>\n<p><p>This method is widely accepted and has several advantages, including its simplicity, uniform reduction, and asset write-off. Deskera Books is an online accounting software that your business can use to automate the process of journal entry creation and save time. The double-entry record will be auto-populated for each sale and purchase business transaction in debit and credit terms. Salvage value is defined as the value of a fixed or physical asset at the end of its useful life.<\/p>\n<\/p>\n<p><p>The residual amount is the remaining value  of an <a href=\"https:\/\/www.adprun.net\/calculating-adjusted-tax-basis-in-a-partnership-or\/\">calculating adjusted tax basis in a partnership or llc<\/a> asset after it has been fully depreciated. One way to maximize the scrap value of materials is to implement a recycling program. This allows materials to be reused or repurposed, reducing waste and increasing the overall value of the materials. Deskera is an all-in-one software that can overall help with your business to bring in more leads, manage customers and generate more revenue. When a good or an asset is disposed of or scrapped, there\u2019s a journal entry posted for it when the companies process the scrapping in Disposal Processing under Asset Management.<\/p>\n<\/p>\n<p><p>However, given that a broken down or obsolete asset may still have some residual value, some businesses can dispose of the asset by selling it for its current value. This estimated amount is used to calculate the asset\u2019s depreciation expense and it is often assumed to be zero. The concept can also be applied to  the residual materials that are left over after a production process. For example, there is scrap metal left over after pieces are cut from a sheet of steel. It is important to consider these factors when estimating the scrap value of an asset.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The value of the asset is reported on the balance sheet and the depreciation expense is recorded on the income statement. Scrap value influences a company\u2019s financial statements by affecting the level of net income and depreciation expense. The scrap value is utilized to calculate the depreciation expense in financial statements, which directly affects a [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","om_disable_all_campaigns":false,"footnotes":""},"categories":[141],"tags":[],"class_list":["post-316569","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/posts\/316569","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/comments?post=316569"}],"version-history":[{"count":1,"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/posts\/316569\/revisions"}],"predecessor-version":[{"id":316570,"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/posts\/316569\/revisions\/316570"}],"wp:attachment":[{"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/media?parent=316569"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/categories?post=316569"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ppgsc.uea.edu.br\/index.php\/wp-json\/wp\/v2\/tags?post=316569"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}