{"id":3178,"date":"2022-01-12T19:10:32","date_gmt":"2022-01-12T18:10:32","guid":{"rendered":"https:\/\/blog.conscience.dona.club\/index.php\/2022\/01\/12\/what-is-amortization-definition-and-examples-for-4\/"},"modified":"2022-01-12T19:10:32","modified_gmt":"2022-01-12T18:10:32","slug":"what-is-amortization-definition-and-examples-for-4","status":"publish","type":"post","link":"https:\/\/blog.conscience.dona.club\/index.php\/2022\/01\/12\/what-is-amortization-definition-and-examples-for-4\/","title":{"rendered":"What Is Amortization? Definition and Examples for Business"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"amortization accounting\"\/><\/p>\n<p><p>The cost of long-term fixed assets such as computers and cars, over the lifetime of the use is reflected as amortization expenses. When the income statements showcase the amortization expense, the value of the intangible asset is reduced by the same amount. A cumulative amount of all the amortization expenses made for an intangible asset is called accumulated amortization. It gets placed in the balance sheet as a contra asset under the list of the unamortized intangible. When these intangible assets get consumed completely or are eliminated, then their accumulated amortization amount is also deleted from the balance sheet. Amortization is a technique to calculate the progressive utilization of intangible assets in a company.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"259px\" alt=\"amortization accounting\"\/><\/p>\n<p><h2>How to Invest in New York Life Insurance<\/h2>\n<\/p>\n<p><p>Depletion is <a href=\"https:\/\/sisterzunderground.com\/hair-loss.html\">https:\/\/sisterzunderground.com\/hair-loss.html<\/a> the accounting method used to allocate the cost of natural resources like oil, natural gas, timber, and mineral deposits. Depletion expense is recognized as these resources are extracted and sold, reflecting their consumption. This schedule is a very common way to break down the loan amount in the interest and the principal. Most people think that by making a minimum payment for their loan, they lower the principal amount. Amortization ensures your loan amount and interest charges are neatly spread out throughout your loan to reduce the risk for the lender. In turn, it also helps keep your monthly interest rate reasonable, enabling you to borrow a large amount over a longer term.<\/p>\n<\/p>\n<p><h2>How It Works in Loans<\/h2>\n<\/p>\n<p><p>If no pattern is apparent, the straight-line method of amortization should be used by the reporting entity. For debts, each regular payment typically includes both a portion that reduces the principal balance and a portion that covers the interest accrued on the outstanding principal. Over the life of the debt, the allocation between these two components changes, reflecting the decreasing principal balance. Amortization applies to intangible assets, which are non-physical assets like patents or copyrights. This differs from depreciation, which is the process used to allocate the cost of tangible assets, such as machinery or buildings, over their useful lives.<\/p>\n<\/p>\n<p><h2>How to understand whether to amortize or depreciate an asset?<\/h2>\n<\/p>\n<p><p>However, they apply to different kinds of assets and are used under distinct contexts. Amortization pertains to intangible assets like patents and copyrights, allocating their cost evenly over a predetermined timeframe. Depreciation, on the other hand, applies to tangible assets, such as machinery and buildings, and often utilizes various methods like straight-line or declining balance to reflect their wear and <a href=\"https:\/\/estadescavalls.com\/6-reliable-work-from-residence-business-alternatives.html\">https:\/\/estadescavalls.com\/6-reliable-work-from-residence-business-alternatives.html<\/a> tear.<\/p>\n<\/p>\n<p><p>Amortizing lets you write off the cost of an item over the  duration of the asset\u2019s estimated useful life. If an intangible asset has an indefinite lifespan, it cannot be amortized (e.g., goodwill). You can do this by understanding certain factors, like the interest rate and total loan amount. For instance, a patent has a legal life of 20 years from filing, and its cost is amortized over this period or its economic life if shorter.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"250px\" alt=\"amortization accounting\"\/><\/p>\n<p><p>As fees are amortized, they are transferred to the income statement as an interest expense, affecting net income. This systematic approach ensures consistency and clarity in financial reporting. Once companies determine the principal and interest payment values, they can use the following journal entry to record amortization expenses for loans. For example,  consider a 30-year fixed-rate mortgage of $300,000 <a href=\"https:\/\/www.infoall.info\/lessons-learned-about-6\/\">https:\/\/www.infoall.info\/lessons-learned-about-6\/<\/a> with an annual interest rate of 4%.<\/p>\n<\/p>\n<ul>\n<li>Early on, around $800 of that might go to interest, with the rest towards the principal.<\/li>\n<li>Amortizing such penalties over the original loan term reflects their economic impact on financial statements.<\/li>\n<li>It helps manage debt repayment and calculate asset value over specified periods.<\/li>\n<li>Double Entry Bookkeeping is here to provide you with free online information to help you learn and understand bookkeeping and introductory accounting.<\/li>\n<li>It is essential for stakeholders to understand its effects on profitability and cash flow to make informed decisions.<\/li>\n<li>Therefore, the company will record the amortized fee at $100 per year for five years of patent ownership.<\/li>\n<\/ul>\n<p><p>The matching principle is key here, aligning expenses with the revenues they generate. This is particularly relevant for intangible assets, ensuring their costs are spread over the periods they benefit. Similar to the depreciation, in the amortization expense journal entry, total expenses in the income statement will increase while total assets in the balance sheet decrease. Likewise, the net book value of the intangible asset will become zero when the cost of the intangible asset equal to its accumulated amortization.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"amortization accounting\"\/><\/p>\n<p><div style='text-align:center'><iframe width='562' height='316' src='https:\/\/www.youtube.com\/embed\/fx0mrMFsiWY' frameborder='0' alt='amortization accounting' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>CAs, experts and businesses can get GST ready with Clear GST software &amp; certification course. Our GST Software helps CAs, tax experts &amp; business to manage returns &amp; invoices in an easy manner. Our Goods &amp; Services Tax course includes tutorial videos, guides and expert assistance to help you in mastering Goods and Services Tax. Clear can also help you in getting your business registered for Goods &amp; Services Tax Law. This method is a type of amortization calculation by allocating the total cost amount is the same and constant every year until the end of the predetermined useful life. Such knowledge empowers you to manage debts better, plan budgets effectively, and understand the long-term implications of financial commitments.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The cost of long-term fixed assets such as computers and cars, over the lifetime of the use is reflected as amortization expenses. When the income statements showcase the amortization expense, the value of the intangible asset is reduced by the same amount. A cumulative amount of all the amortization expenses made for an intangible asset [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[154],"tags":[],"class_list":["post-3178","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/posts\/3178","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/comments?post=3178"}],"version-history":[{"count":0,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/posts\/3178\/revisions"}],"wp:attachment":[{"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/media?parent=3178"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/categories?post=3178"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/blog.conscience.dona.club\/index.php\/wp-json\/wp\/v2\/tags?post=3178"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}