{"id":22609,"date":"2020-10-24T00:52:57","date_gmt":"2020-10-23T17:52:57","guid":{"rendered":"https:\/\/drdrink.co.th\/?p=22609"},"modified":"2021-10-21T19:58:04","modified_gmt":"2021-10-21T12:58:04","slug":"h1-amortization-expense-definition-h1","status":"publish","type":"post","link":"https:\/\/drdrink.co.th\/?p=22609","title":{"rendered":"<h1>Amortization Expense Definition<\/h1>"},"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\">Example Of How Amortization Affects Financial Statements<\/a><\/li>\n<li><a href=\"#toc-1\">Dictionary<\/a><\/li>\n<li><a href=\"#toc-2\">How To Calculate Amortization Expense<\/a><\/li>\n<li><a href=\"#toc-3\">Depreciation<\/a><\/li>\n<li><a href=\"#toc-4\">Academic Research For Accumulated Amortization<\/a><\/li>\n<li><a href=\"#toc-5\">When To Amortize Or Depreciate Business Property<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px%\" alt=\"define amortization expense\"\/><\/p>\n<p>In relation to a loan, amortization focuses on spreading out loan payments over time. Accelerated amortization methods make little sense, since it is difficult to prove that intangible assets are used more quickly in the early years of their useful lives. The accounting for amortization expense is a debit to the amortization expense account and a credit to the accumulated amortization account. Amortization is an accounting practice whereby expenses or charges are accounted for as the useful life of the asset is consumed or used rather than at the time they are incurred. Amortization includes such practices as depreciation, depletion, write-off of intangibles, prepaid expenses and deferred charges.<\/p>\n<p>For tax purposes, there are even more specific rules governing the types of expenses that companies can capitalize and amortize as intangible assets, as we\u2019ll discuss. Loan amortization, a separate concept used in both the business and consumer worlds, refers to how loan repayments are divided between interest charges and reducing outstanding principal. Amortization schedules determine how each payment is split based on factors such as the loan balance, interest rate and payment schedules. You must use depreciation to allocate the cost of tangible items over time. Likewise, you must use amortization to spread the cost of an intangible asset out in your books.<\/p>\n<ul>\n<li>In other words, the depreciated amount expensed in each year is a tax deduction for the company until the useful life of the asset has expired.<\/li>\n<li>Intangible assets include anything that is not physical in nature, including patents, business licenses, copyrights, and trademarks.<\/li>\n<li>In some balance sheets, it may be aggregated with the accumulated depreciation line item, so only the net balance is reported.<\/li>\n<li>Second, amortization can also refer to the spreading out of capital expenses related to intangible assets over a specific duration\u2014usually over the asset\u2019s useful life\u2014for accounting and tax purposes.<\/li>\n<li>For example, a mortgage lender often provides the borrower with a loan amortization schedule.<\/li>\n<\/ul>\n<p>The difference between amortization and depreciation is that depreciation is used on tangible assets. For example, vehicles, buildings, and equipment are tangible assets that you can depreciate. Second, amortization can also refer to the spreading out of capital expenses related to intangible assets over a specific duration\u2014usually over the asset\u2019s useful life\u2014for accounting and tax purposes. Goodwill equals the amount paid to acquire a company in excess of its net assets at fair market value. The excess payment may result from the value of the company&#8217;s reputation, location, customer list, management team, or other intangible factors. Goodwill may be recorded only after the purchase of a company occurs because such a transaction provides an objective measure of goodwill as recognized by the purchaser.<\/p>\n<h2 id=\"toc-0\">Example Of How Amortization Affects Financial Statements<\/h2>\n<p>Instead of using a contra\u2010asset account to record accumulated amortization, most companies decrease the balance of the intangible asset directly. In such cases, amortization expense of $10,000 is recorded by debiting amortization expense for $10,000 and crediting the patent for $10,000. At the end of each accounting period, a journal entry is posted for the expense incurred over that period, according to the schedule. This journal entry credits the prepaid asset account on the balance sheet, such as Prepaid Insurance, and debits an expense account on the income statement, such as Insurance Expense.<\/p>\n<p>If a company pays $12,000 for an insurance policy that covers the next 12 months, then it would record a current asset of $12,000 at the time of payment to represent <a href=\"https:\/\/www.thebalance.com\/retained-earnings-on-the-balance-sheet-357294\">retained earnings balance sheet<\/a> this prepaid amount. In each month of the 12-month policy, the company would recognize an expense of $1,000 and draw down the prepaid asset by this same amount.<\/p>\n<p>It is calculated after the depreciation deductions and other tax obligations have been met. The cumulative amortization determines the income that will be under personal income tax.<\/p>\n<p>Amortizing an expense is useful in determining the true benefit of a large expense as it generates revenue over time. The amounts of each increment of a spread-out expense as reported on a company\u2019s financials define amortization expenses. Amortization practices reflect a more accurate cost of doing business in a company\u2019s financial reporting, as the benefits of an initial expense may continue long after the initial report of that expense. Another definition of amortization is the process used for paying off loans. The loan amortization process includes fixed payments each pay period with varying interest, depending on the balance.<\/p>\n<p>Amortization typically uses the straight-line depreciation method to calculate payments. Depreciation and amortization are complicated and there are many qualifications and limitations on being able to take these deductions. Depreciation can be calculated in one of several ways, but the most common is straight-line depreciation that deducts the same amount over each year. To calculate depreciation, begin with the basis, subtract the salvage value, and divide the result by the number of years of useful life.<\/p>\n<p>You can spread out amortized deductions over time instead of taking an upfront write-off on the purchase. If you\u2019re not claiming an amortization expense on your intangible assets, you\u2019re missing out on an easy write-off. In most cases, you want to claim every applicable deduction so you can minimize your tax liability, so you should take advantage of this deduction if you can. Accountants typically use the straight-line method to calculate amortization. However, most intangible assets have a clear and predetermined life span, like with a term insurance policy or a multiyear building lease. Once you know the numbers, take the asset cost and divide it by its useful life in years. The resulting number is your annual amortization expense, and you can deduct this total as an expense every year until the asset\u2019s value goes to zero.<\/p>\n<p>The value of goodwill is calculated by first subtracting the purchased company&#8217;s liabilities from the fair market value of its assets and then subtracting this result from the purchase price of the company. When a patent is purchased from another company, the cost of the patent is the purchase price. Amortization and depreciation are business tax deductions that recover capital costs. Amortization is used for intangible property, such as the value of a business name or trademark. Depreciation is used for tangible property, sch as buildings and office equipment.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"255px%\" alt=\"define amortization expense\"\/><\/p>\n<p>Amortization refers to the accounting procedure that gradually reduces the book value of an intangible asset, over time, just as depreciation expenses reduce the <a href=\"https:\/\/simple-accounting.org\/what-is-amortization-and-why-do-we-amortize\/\">define amortization expense<\/a> book value of tangible assets. Asset amortization\u2014like depreciation\u2014is a non-cash expense that reduces reported income and thus creates tax savings for owners.<\/p>\n<h2 id=\"toc-1\">Dictionary<\/h2>\n<p>Such systematic annual reduction increases the safety factor for the lender by imposing a small annual burden rather than a single, large, final obligation. In the example above, the loan is paid on a monthly basis over ten years. Assume that you have a ten-year loan of $10,000 that you pay back monthly.<\/p>\n<p>The annual journal entry is a debit of $8,000 to the amortization expense account and a credit of $8,000 to the accumulated amortization account. The concept of depreciation arose during the industrialization of the early part of the 19th century. Prior to that time, when a manufacturer had to purchase a significant piece of machinery, the cost was allocated entirely to the year of purchase. Even in a good business year, the company might show a net loss because it had spent so much on a capital improvement in the same year. Depreciation recognizes that assets have a useful life and wear out over time. When a large piece of equipment is purchased, its cost is evenly divided by the number of years in its useful life.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"250px%\" alt=\"define amortization expense\"\/><\/p>\n<p>Standby fee is a term used in the banking industry to refer to the amount that a borrower pays to a lender to compensate for the lender\u2019s commitment to lend funds. The borrower compensates the lender for guaranteeing a loan at a specific date in the future. A floating interest rate refers to a variable interest rate that changes over the duration of the debt obligation. The most common types of depreciation methods include straight-line, double declining balance, units of production, and sum of years digits. Alternative mortgage instrument is any residential mortgage loan with different terms than a fixed-rate, fully amortizing mortgage.<\/p>\n<p>They would say that the company should have added the depreciation figures back into the $8,500 in reported earnings and valued the company based on the $10,000 figure. Let us consider that after 5 years, the patent became worthless for Company ABC. So the useful life of the intangible asset, namely the patent, is reduced from 15 years to 5 years. Amortization is a method for decreasing an asset cost over a period of time. Depreciation and amortization are ways to calculate asset value over a period of time.<\/p>\n<h2 id=\"toc-2\">How To Calculate Amortization Expense<\/h2>\n<p>We record the amortization of intangible assets in the financial statements of a company as an expense. Amortization also refers to a business spreading out capital expenses for intangible assets over a certain period.<\/p>\n<p>It is determined by subtracting the fair value of the company&#8217;s net identifiable assets from the total purchase price. Accordingly, the carrying amount may differ from the market value of assets. Amortization of intangible assets is similar to depreciation, which is the spreading out of the cost of the firm\u2019s assets for its lifetime. The main difference between amortization and depreciation is that the prior is used in the case of intangible assets, and the other one is used in the case of tangible assets. The amortized cost, on the other hand, is the total cost of an asset that a business has deducted to date.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px%\" alt=\"define amortization expense\"\/><\/p>\n<p>Firms like these often trade at high price-to-earnings ratios, price-earnings-growth ratios, and dividend-adjusted PEG ratios, even though <a href=\"https:\/\/search.yahoo.com\/search?p=ledger+account\">ledger account<\/a> they are not overvalued. Accountants determine the depreciation of some fixed assets, such as vehicles, using the accelerated method.<\/p>\n<h2 id=\"toc-3\">Depreciation<\/h2>\n<p>In this case, amortization is the process of expensing the cost of an intangible asset over the projected life of the asset. It measures the consumption of the value of an intangible asset, such as goodwill, a patent, a trademark, or a copyright. For the next month, the outstanding loan balance is calculated as the previous month\u2019s outstanding balance minus the most recent principal payment. The interest payment is once again calculated off the new outstanding balance, and the pattern continues until all principal payments have been made, and the loan balance is zero at the end of the loan term. Such debts are usually governed by an amortization table which schedules the corresponding interest and principal payments over time. Amortization is based upon a mathematical formula which figures the interest on the declining principal and the number of years of the loan, and then averages and determines the periodic payments. As accounting practices, depreciation and amortization help the business person recognize and plan for major expenses.<\/p>\n<h2 id=\"toc-4\">Academic Research For Accumulated Amortization<\/h2>\n<p>The amortization of a loan is the process to pay back, in full, over time the outstanding balance. In most cases, when a loan is given, a series of fixed payments is established at the outset, and the individual who receives the loan is responsible for meeting each of the payments. An amortization schedule is a complete schedule of periodic blended loan payments, showing the amount of principal and the amount of interest.<\/p>\n<h2 id=\"toc-5\">When To Amortize Or Depreciate Business Property<\/h2>\n<p>Amortization applies to intangible assets with an identifiable useful life\u2014the denominator in the amortization formula. The useful life, for book amortization purposes, is the asset\u2019s economic life or its contractual\/legal life , whichever is shorter. Amortization is the accounting process used to spread the cost of intangible assets over the periods expected to benefit from their use.<\/p>\n<p>A tax pro can also help you develop a tax planning strategy that can help you save even more money. Determining the capitalized cost of an intangible asset can be the trickiest part of the calculation. An equated monthly installment is a fixed payment amount made by a borrower to a lender at a specified date each calendar month. A fixed-rate mortgage is an installment loan <a href=\"https:\/\/www.bing.com\/search?q=accounting\">accounting<\/a> that has a fixed interest rate for the entire term of the loan. Interest due represents the dollar amount required to pay the interest cost of a loan for the payment period. The rate at which amortization is charged to expense in the example would be increased if the auction date were to be held on an earlier date, since the useful life of the asset would then be reduced.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Example Of How Amortization Affects Financial S &hellip; <a href=\"https:\/\/drdrink.co.th\/?p=22609\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;<\/p>\n<h1>Amortization Expense Definition<\/h1>\n<p>&#8220;<\/span><\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[8433],"tags":[],"_links":{"self":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts\/22609"}],"collection":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=22609"}],"version-history":[{"count":1,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts\/22609\/revisions"}],"predecessor-version":[{"id":22610,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=\/wp\/v2\/posts\/22609\/revisions\/22610"}],"wp:attachment":[{"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=22609"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=22609"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/drdrink.co.th\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=22609"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}