{"id":2062,"date":"2021-12-14T09:20:42","date_gmt":"2021-12-14T09:20:42","guid":{"rendered":"http:\/\/accesshrs.com\/?p=2062"},"modified":"2022-10-29T10:14:21","modified_gmt":"2022-10-29T10:14:21","slug":"how-to-determine-an-assets-salvage-value","status":"publish","type":"post","link":"https:\/\/accesshrs.com\/index.php\/2021\/12\/14\/how-to-determine-an-assets-salvage-value\/","title":{"rendered":"How to Determine an Assets Salvage Value"},"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\">Declining Balance<\/a><\/li>\n<li><a href=\"#toc-1\">Want More Helpful Articles About Running a Business?<\/a><\/li>\n<li><a href=\"#toc-2\">Four Main Methods of Calculating Depreciation<\/a><\/li>\n<li><a href=\"#toc-3\">Find similar assets in the marketplace<\/a><\/li>\n<li><a href=\"#toc-4\">How to Calculate Depreciation<\/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=\"252px\" alt=\"Salvage value\"\/><\/p>\n<p>The Financial Accounting Standards Board recommends using \u201clevel one\u201d inputs to find the fair value of  an asset. In other words, the best place to find an asset\u2019s market value is where similar goods are sold, or where you can get the best price for it. Say you\u2019ve estimated your 2020 Hyundai Elantra to have a five-year useful life, the standard for cars.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"256px\" alt=\"Salvage value\"\/><\/p>\n<p>This system determines the depreciable lifetime of your property and offers its own set of depreciation methods. Your company may purchase long-lived assets such as property, plant and equipment that you depreciate over their useful lives. Depreciation is how the Internal Revenue Service allows you to expense part of an asset\u2019s cost over a number of years. Salvage value is an estimate of the residual amount you will receive when you dispose of the asset.<\/p>\n<h2 id=\"toc-0\">Declining Balance<\/h2>\n<p>The matching principle is an accrual accounting concept that requires a company to recognize expense in the same period as the related revenues are earned. If a company expects that an asset will contribute to revenue for a long period of time, it will have a long, useful life. The total fixed assets balance may also give an inaccurate picture on the balance sheet. On the other hand, accountants and income tax regulations usually do not take <a href=\"https:\/\/simple-accounting.org\/salvage-value-accountingtools\/\">Salvage value<\/a> into consideration.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"Salvage value\"\/><\/p>\n<p>Salvage valuemeans the amount received from the sale of operating property retired less any expenses in connection with the sale or in pre- paring the property for sale. For instance, a company purchases a delivery car for $10,000 and estimates its useful life to be five years. It uses the car for five years and sells it to a used car lot for $1,500. However, you can change it if you change your estimate of the property\u2019s useful life, using the facts at hand at the time of the redetermination. It\u2019s your choice whether to use salvage value or net salvage value &#8212; the property\u2019s end value minus the cost of disposal. If disposal costs more than the salvage value, treat the net salvage value as zero. If you depreciate personal property over a period of at least three years, you can lowball your salvage estimate by an amount of up to 10 percent of the property\u2019s cost.<\/p>\n<h2 id=\"toc-1\">Want More Helpful Articles About Running a Business?<\/h2>\n<p>Salvage value is the approximate value of an asset at the end of its useful life. Salvage value is an estimate, while depreciation is a calculation based off this amount. Debitoor is an invoicing and accounting software that is usually used by small traders, freelancers, and other service providers. Whenever recording any transaction, debitoor gives the user an option to choose a transaction as either expense or an asset.<\/p>\n<p>Hannah Hottenstein is a writer and small business expert contributing to The Balance on topics such as entrepreneurship and small business finance. Hannah is also the founder and proprietor of H\u00e4naSun, a fine art and antiques business. In addition to The Balance, Hannah has written for Lean Labs, NewsBreak, and several Medium publications. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years. Scrap Value is a projected value of an asset that can\u2019t be used any longer for original purposes.<\/p>\n<h2 id=\"toc-2\">Four Main Methods of Calculating Depreciation<\/h2>\n<p>Be careful not to consider a similar asset\u2019s asking price since, in most used-asset markets, things will sell below their asking price. You can stop depreciating an asset once you have fully recovered its cost or when you retire it from service, whichever happens first. You\u2019ve \u201cbroken even\u201d once your Section 179 tax deduction, depreciation deductions, and salvage value equal the financial investment in the asset. A business can determine an asset&#8217;s salvage value by subtracting accumulated depreciation from the initial purchase cost. Assume that a plant asset has a cost of $325,000 and is expected to have a salvage value of $25,000 at the end of its 5-year useful life.<\/p>\n<ul>\n<li>For example, if an asset has a useful life of five years, the annual depreciation expense using the straight-line method would be 20 percent of its net cost.<\/li>\n<li>Second, the used car can\u2019t offer enough efficiency to keep it for business purposes.<\/li>\n<li>Generally Accepted Accounting Principles require accrual accounting method businesses to depreciate, or slowly expense over time, fixed assets instead of booking one expense on the purchase date.<\/li>\n<li>For tax purposes, the depreciation is calculated in the US by assuming the scrap value as zero.<\/li>\n<li>The company knows that if it sells the machine now it will be able to recover 10% of the price of acquisition.<\/li>\n<\/ul>\n<p>The fixed assets are expected to be useful for five years and then be sold for $200k. The difference between the asset purchase price and the <a href=\"https:\/\/simple-accounting.org\/\">https:\/\/simple-accounting.org\/<\/a> is the total depreciable amount. Total fixed assets and retained earnings would be understated on the balance sheet. Total fixed assets and retained earnings would be overstated on the balance sheet. In accounting, the residual value could be defined as an estimated amount that an entity can obtain when disposing of an asset after its useful life has ended. When doing this the estimated costs of disposing of the asset should be deducted. Keeping track of the depreciation of your assets has a clear significance in your business finances.<\/p>\n<h2 id=\"toc-3\">Find similar assets in the marketplace<\/h2>\n<p>If the salvage value is less than 10 percent of the cost, you can simply ignore it. In fact, some companies will set their salvage value at $0 if they don\u2019t believe it will have value at the end of its life. Other instances will have businesses use a salvage value based on what they believe the parts of the fixed asset would be worth if the asset were stripped down to its pieces. This depreciation method is the most common because of its simplicity.<\/p>\n<ul>\n<li>Other instances will have businesses use a salvage value based on what they believe the parts of the fixed asset would be worth if the asset were stripped down to its pieces.<\/li>\n<li>In the depreciation schedule above, the refrigerator\u2019s ending book value in year seven is $1,000, the same as the salvage value.<\/li>\n<li>Other popular depreciation methods include declining balance, double-declining balance, sum-of-years digits, and units of production.<\/li>\n<li>There are several methods used by accountant to depreciate assets like the declining balance method, units of production method, and straight-line basis.<\/li>\n<li>To convert this from annual to monthly depreciation, divide this result by 12.<\/li>\n<li>Once you\u2019ve determined the asset\u2019s salvage value, you\u2019re ready to calculate depreciation.<\/li>\n<\/ul>\n<p>In the depreciation schedule above, the refrigerator\u2019s ending book value in year seven is $1,000, the same as the salvage value. An asset\u2019s salvage value is its resale price at the end of its useful life. A business owner should ignore salvage value when the business itself has a short life expectancy, the asset will last less than one year, or it will have an expected salvage value of zero. If a business estimates that an asset\u2019s salvage value will be minimal at the end of its life, it can depreciate the asset to $0 with no salvage value. Depreciation allows you to recover the cost of an asset by deducting a portion of the cost every year until it is recovered. Depreciable assets are used in the production of goods or services, such as equipment, computers, vehicles, or furniture, and decrease in resellable value over time.<\/p>\n<h2 id=\"toc-4\">How to Calculate Depreciation<\/h2>\n<p>David has helped thousands of clients improve their accounting and financial systems, create budgets, and minimize their taxes. Salvage value is the estimated price an entity will realize from the disposal of an asset at the end of its useful life. Mainly used to calculate yearly depreciation charge on tangible which in turn affects net profits, taxable profits, etc. As its an amount that will be received after utilization, it is also known as scrap value or residual value. The estimated salvage value is deducted from the cost of the asset to determine the total depreciable amount of an asset. When this happens, a loss will eventually be recorded when the assets are eventually dispositioned at the end of their useful lives. Auditors should examine salvage value levels as part of their year-end audit procedures relating to fixed assets, to see if they are reasonable.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"Salvage value\"\/><\/p>\n<p>This value is used in accounting to determine depreciation amounts and to determine deductions. The value can be a guess of the end value or can be determined by an official regulatory entity. Because the salvage value is based on the worth of the product at the end of the period it is used for your business, tracking the depreciation of the value begins with the purchase price. In other words, if equipment is purchased for the purposes of your business, it should be marked as an asset. Over  time, due to usage or new technology, this asset begins to lose value, and this is tracked through depreciation.<\/p>\n<h2 id=\"toc-5\">Salvage Value in Excel (with excel template)<\/h2>\n<p>The scrap value is the product\u2019s raw materials that the manufacturer will sell off as scraps in cost accounting. After ten years, no one knows what a piece of equipment or machinery would cost. Salvage value or Scrap Value is the estimated value of an asset after its useful life is over and, therefore, cannot be used for its original purpose. For example, if the machinery of a company has a life of 5 years and at the end of 5 years, its value is only $5000, then $5000 is the salvage value. Get instant access to video lessons taught by experienced investment bankers. Learn financial statement modeling, DCF, M&#038;A, LBO, Comps and Excel shortcuts.<\/p>\n<div style='border: black dotted 1px;padding: 10px;'>\n<h3>Inside the failed effort to sell and salvage North Carolina Mutual Life Insurance &#8211; The Business Journals<\/h3>\n<p>Inside the failed effort to sell and salvage North Carolina Mutual Life Insurance.<\/p>\n<p>Posted: Wed, 26 Oct 2022 21:56:00 GMT [<a href='https:\/\/news.google.com\/__i\/rss\/rd\/articles\/CBMiZmh0dHBzOi8vd3d3LmJpempvdXJuYWxzLmNvbS90cmlhbmdsZS9uZXdzLzIwMjIvMTAvMjYvbmMtbXV0dWFsLXNlbGwtbmNkb2ktcG9saWN5aG9sZGVycy1pbnN1cmFuY2UuaHRtbNIBamh0dHBzOi8vd3d3LmJpempvdXJuYWxzLmNvbS90cmlhbmdsZS9uZXdzLzIwMjIvMTAvMjYvbmMtbXV0dWFsLXNlbGwtbmNkb2ktcG9saWN5aG9sZGVycy1pbnN1cmFuY2UuYW1wLmh0bWw?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>After that, this value is deducted from the total cost of the assets, and then the depreciation is charged on the remaining amount. Under accrual accounting, the cost of purchasing PP&#038;E like machinery and equipment \u2013 i.e. capital expenditures \u2013 is expensed on the income statement and spread out across the useful life assumption. This means that the computer will be used by Company A for 4 years and then sold afterward.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Declining Balance Want More Helpful Articles About Running a Business? Four Main Methods of Calculating Depreciation Find similar assets in the marketplace How to Calculate Depreciation The Financial Accounting Standards Board recommends using \u201clevel one\u201d inputs to find the fair value of an asset. In other words, the best place to find an asset\u2019s [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[16],"tags":[],"class_list":["post-2062","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/posts\/2062","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/comments?post=2062"}],"version-history":[{"count":1,"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/posts\/2062\/revisions"}],"predecessor-version":[{"id":2063,"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/posts\/2062\/revisions\/2063"}],"wp:attachment":[{"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/media?parent=2062"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/categories?post=2062"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/accesshrs.com\/index.php\/wp-json\/wp\/v2\/tags?post=2062"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}