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Amortization Definition

November 15, 2021
Bill Kimball
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" alt="amortization definition" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="394" height="262" /></p> <p>Some amortization tables show additional details about a loan, including fees such as closing costs and cumulative interest , but if you don&#8217;t see these details, ask your lender. Amortization is the process of spreading out a loan into a series of fixed payments. For intangible assets, knowing the exact starting cost isn&rsquo;t always easy.</p> </p> <ul> <li>Therefore, only a small additional slice of the amount paid can have such an enormous difference.</li> <li>Certain loans have payment options that let you pay only a portion of the amount of interest you owe each month.</li> <li>To know whether amortization is an asset or not, let&rsquo;s see what is accumulated amortization.</li> <li>Mortgage lenders charge interest over the loan or the mortgage amounts and therefore, it implies that the longer the loan period more is the interest paid on it.</li> <li>The cost of long-term fixed assets such as computers and cars, over the lifetime of the use is reflected as amortization expenses.</li> <li>Negative amortization for loans happens when the payments are smaller than the interest cost, so the loan balance increases.</li> </ul> <p>The act of repaying a loan in regular payments over a given period of time. Amortizing intangible assets is important because it can reduce a business&rsquo; taxable income, and therefore its tax liability, while giving investors a better understanding of the company&rsquo;s true earnings. The loans raised the company&rsquo;s debt total to over six times earnings before interest, taxes, depreciation and amortization, according to a report from Moody&rsquo;s Investors Service. Section 179 deductions allow you to recover all of the cost of an item in the first year you buy and start using it. This deduction is available for personal property and qualified real property and some improvements to business real property. There are limits on the amount of deduction you can take for each item and an overall total limit. You can only use this deduction for property that is used more than 50% for business purposes, and only the business part of its use can be deducted.</p> </p> <p><h2>What Is Loan Amortization?</h2> </p> <p>Get immediate access to videos, guides, downloads, and more resources for real estate investing domination. 66% of retail investor accounts lose money when trading spread bets and CFDs with this provider. You should consider whether you understand how spread bets and CFDs work, and whether you can afford to take the high risk of losing your money. In this case, if we suppose that the interest rate is set at 10%, then company A would actually need to repay £275,000 per year for the debt to be fully amortised. Spread bets and CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.</p> </p> <p>Always seek the help of a licensed financial professional before taking action. CFD, share dealing and stocks and shares ISA accounts provided by IG Markets Ltd, spread betting provided by IG Index Ltd. Registered address at Cannon Bridge House, 25 Dowgate Hill, London EC4R 2YA. Both IG Markets Ltd and IG Index Ltd are authorised and regulated by the Financial Conduct Authority. The value of shares, ETFs and ETCs bought through a share dealing account, a stocks and shares ISA or a SIPP can fall as well as rise, which could mean getting back less than you originally put in. In the context of Securitization the Joshua Curve relates to a unique amortization profile that results in the innovative &#8220;horseshoe Shape&#8221; or &#8220;J Shape&#8221; weighted average life (&#8220;WAL&#8221;) distribution. In reckoning the yield of a bond bought at a premium, the periodic subtraction from its current yield of a proportionate share of the premium between the purchase date and the maturity date.</p> </p> <p><img 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" alt="amortization definition" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="359" height="218" /></p> <p>If you pay $1,000 of the principal every year, $1,000 of the loan has amortized each year. You should record $1,000 each year in your books as an amortization expense.</p> </p> <p><h2>Applications Of Amortization</h2> </p> <p>The amount of an amortization expense write-off appears in the income statement, usually within the &#8220;depreciation and amortization&#8221; line item. The accumulated amortization account appears on the balance sheet as a contra account, and is paired with and positioned after the intangible assets line item. In some balance sheets, it may be aggregated with the accumulated depreciation line item, so only the net balance is reported. In real estate, the term also describes how one repays certain types of loans. Within the amortization schedule, one will receive a breakdown of exactly how much of each payment is going towards interest and the principal. In addition to this, the schedule will show the time period in which the loan should be paid in full. From the above discussion, you will have got a clear idea of how the loan amortization works and how to make the loan amortization table for your convenience.</p> </p> <p><img 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" alt="amortization definition" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="393" height="267" /></p> <p>In the first month, $75 of the $664.03 monthly payment goes to interest. Intangibles amortized over time help tie the cost of the asset to the revenues generated by the asset in accordance with the matching principle of generally accepted accounting principles . Amortization schedules are used by lenders, such as financial institutions, to present a loan repayment schedule based on a specific maturity date. In addition to Investopedia, she has written for Forbes Advisor, The Motley Fool, Credible, and Insider and is the managing editor of an economics journal. Using each company&rsquo;s earnings before interest, taxes, depreciation and amortization in 2020, UMG and WMG have multiples of 35.9 and 31.5 of value to EBITDA, respectively.</p> </p> <p><h2>How Do I Include Depreciation And Amortization In My Business Tax Return?</h2> </p> <p>Financially, amortization can be termed as a tax deduction for the progressive consumption of an asset&#8217;s value, in particular an intangible asset. It is often used with depreciation synonymously, which theoretically refers to the same for physical assets. Like the wear and tear in the physical or tangible assets, the intangible assets also wear down. Owing to this, the tangible assets are depreciated over time and the intangible ones are amortized. A term that refers either to the gradual paying off of a debt in regular installments over a period of time or to the depreciation of the &ldquo;book value&rdquo; of an asset over a period of time. Interest costs are always highest at the beginning because the outstanding balance or principle outstanding is at its largest amount.</p> </p> <p>He covers banking, loans, investing, mortgages, and more for The Balance. He has an MBA from the University of Colorado, and has worked for credit unions and large financial firms, in addition to writing about personal finance for more than two decades. The expense would go on the income statement and the accumulated amortization will show up on the balance sheet. Within the framework of an organization, there could be intangible assets such as goodwill and brand names that could affect the acquisition procedure. As the intangible assets are amortized, we shall look at the methods that could be adopted to amortize these assets. Let&rsquo;s say, it&#8217;s the 25-year loan you can take, but you should fix your 20-year loan payments .</p> </p> <p><h2>Dictionary Entries Near Amortization</h2> </p> <p>You can even calculate how much you&rsquo;d save bypaying off debt early. With most loans, you&rsquo;ll get to skip all of the remaining interest charges if you pay them off early. Intangible assets are items that do not have a physical presence but add value to your business.</p> </p> <p><h2>Why Is It Good To Know Your Amortization Schedule?</h2> </p> <p>In accounting, the amortization of intangible assets refers to distributing the cost of an intangible asset over time. You pay installments using a fixed amortization schedule throughout a designated period. And, you record the portions of the cost as amortization expenses in your books. Amortization reduces your taxable income throughout an asset&rsquo;s lifespan.</p> </p> <p><h2>Recovery Period</h2> </p> <p>Amortizing lets you write off the cost of an item over the duration of the asset&rsquo;s estimated useful life. If an intangible asset has an indefinite lifespan, it cannot be amortized (e.g., goodwill). The amortization period is the end-to-end period for paying off a loan.</p> </p> <p>Amortization is the gradual repayment of a debt over a period of time, such as monthly payments on a mortgage loan or credit card balance. A tax deduction for the gradual consumption of the value of an asset, especially an intangible asset.</p> </p> <p>You may need a small business accountant or legal professional to help you. When an asset brings in money for more than one year, you want to write off the cost over a longer time period. Use amortization to match an asset&rsquo;s expense to the amount of revenue it generates each year.</p> </p> <p>At first, payments will mainly go to interest and very little to principal. Then, as the loan is closer to being paid off, the payment goes more towards principal than interest. They are an example of revolving debt, where the outstanding balance can be carried month-to-month, and the amount repaid each month can be varied. Examples of other loans that aren&#8217;t amortized include interest-only loans and balloon loans. The former includes an interest-only period of payment, and the latter has a large principal payment at loan maturity.</p> </p> <p><h2>Loan Amortization: Definition, Example, Calculation, How Does It Work?</h2> </p> <p>Your lender may offer you the choice to make a minimum payment that doesn&rsquo;t cover the interest you owe. The unpaid interest gets added to the amount you borrowed, and the amount you owe increases. Operating Income Before Depreciation and Amortization shows a company&#8217;s profitability in its core business operations. If you haven&rsquo;t refinanced your mortgage in the last year, now is the time. If the asset has no residual value, simply divide the initial value by the lifespan. For clarity, assume that you have a loan of $300,000 with a 30-year term. To learn about the types of amortization, we shall consider the two cases where amortization is very commonly applied.</p> </p> <p>When you calculate your home business deduction, you can include depreciation if you use the actual expense method of calculating the tax deduction, but not if you use the simplified method. Since amortization doesn&#8217;t deal with physical assets, the process is no different for a home business than any other business that owns intangible property. The IRS dictates both the depreciation and amortization schedules for business assets. In order to better understand why amortizing loans are setup this way, lets take a look at principal and interest. Since the interest on a loan is calculated off of the most recent statement balance each month, the interest gets smaller as you make payments. This is due to making payments that exceed the interest owed on the loan, thus reducing the overall principal.</p> </p> <p>A write-off schedule is employed to reduce an existing loan balance through installment payments, for example, a mortgage or a car loan. The deduction of certain capital expenses over a fixed period of time. Amortizable expenses not claimed on Form 4562 include amortizable <a href="https://www.bookstime.com/articles/amortization">amortization definition</a> bond premiums of an individual taxpayer and points paid on a mortgage if the points cannot be currently deducted. For the next month, the outstanding loan balance is calculated as the previous month&rsquo;s outstanding balance minus the most recent principal payment.</p> </p> <p>This write-off results in the residual asset balance declining over time. To see the full schedule or create your own table, use aloan amortization calculator. Justin Pritchard, CFP, is a fee-only advisor and an expert on personal finance.</p> </p> <p>Amortization is important because it helps businesses and investors understand and forecast their costs over time. In the context of loan repayment, amortization schedules provide clarity into what portion of a loan payment consists of interest versus principal. This can be useful for purposes such as deducting interest payments for tax purposes. For example, a mortgage lender often provides the borrower with a loan amortization schedule. The loan amortization schedule allows the borrower to see how the loan balance will be reduced over the life of the loan.</p> "

amortization definition

Some amortization tables show additional details about a loan, including fees such as closing costs and cumulative interest , but if you don’t see these details, ask your lender. Amortization is the process of spreading out a loan into a series of fixed payments. For intangible assets, knowing the exact starting cost isn’t always easy.

  • Therefore, only a small additional slice of the amount paid can have such an enormous difference.
  • Certain loans have payment options that let you pay only a portion of the amount of interest you owe each month.
  • To know whether amortization is an asset or not, let’s see what is accumulated amortization.
  • Mortgage lenders charge interest over the loan or the mortgage amounts and therefore, it implies that the longer the loan period more is the interest paid on it.
  • The cost of long-term fixed assets such as computers and cars, over the lifetime of the use is reflected as amortization expenses.
  • Negative amortization for loans happens when the payments are smaller than the interest cost, so the loan balance increases.

The act of repaying a loan in regular payments over a given period of time. Amortizing intangible assets is important because it can reduce a business’ taxable income, and therefore its tax liability, while giving investors a better understanding of the company’s true earnings. The loans raised the company’s debt total to over six times earnings before interest, taxes, depreciation and amortization, according to a report from Moody’s Investors Service. Section 179 deductions allow you to recover all of the cost of an item in the first year you buy and start using it. This deduction is available for personal property and qualified real property and some improvements to business real property. There are limits on the amount of deduction you can take for each item and an overall total limit. You can only use this deduction for property that is used more than 50% for business purposes, and only the business part of its use can be deducted.

What Is Loan Amortization?

Get immediate access to videos, guides, downloads, and more resources for real estate investing domination. 66% of retail investor accounts lose money when trading spread bets and CFDs with this provider. You should consider whether you understand how spread bets and CFDs work, and whether you can afford to take the high risk of losing your money. In this case, if we suppose that the interest rate is set at 10%, then company A would actually need to repay £275,000 per year for the debt to be fully amortised. Spread bets and CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.

Always seek the help of a licensed financial professional before taking action. CFD, share dealing and stocks and shares ISA accounts provided by IG Markets Ltd, spread betting provided by IG Index Ltd. Registered address at Cannon Bridge House, 25 Dowgate Hill, London EC4R 2YA. Both IG Markets Ltd and IG Index Ltd are authorised and regulated by the Financial Conduct Authority. The value of shares, ETFs and ETCs bought through a share dealing account, a stocks and shares ISA or a SIPP can fall as well as rise, which could mean getting back less than you originally put in. In the context of Securitization the Joshua Curve relates to a unique amortization profile that results in the innovative “horseshoe Shape” or “J Shape” weighted average life (“WAL”) distribution. In reckoning the yield of a bond bought at a premium, the periodic subtraction from its current yield of a proportionate share of the premium between the purchase date and the maturity date.

amortization definition

If you pay $1,000 of the principal every year, $1,000 of the loan has amortized each year. You should record $1,000 each year in your books as an amortization expense.

Applications Of Amortization

The amount of an amortization expense write-off appears in the income statement, usually within the “depreciation and amortization” line item. The accumulated amortization account appears on the balance sheet as a contra account, and is paired with and positioned after the intangible assets line item. In some balance sheets, it may be aggregated with the accumulated depreciation line item, so only the net balance is reported. In real estate, the term also describes how one repays certain types of loans. Within the amortization schedule, one will receive a breakdown of exactly how much of each payment is going towards interest and the principal. In addition to this, the schedule will show the time period in which the loan should be paid in full. From the above discussion, you will have got a clear idea of how the loan amortization works and how to make the loan amortization table for your convenience.

amortization definition

In the first month, $75 of the $664.03 monthly payment goes to interest. Intangibles amortized over time help tie the cost of the asset to the revenues generated by the asset in accordance with the matching principle of generally accepted accounting principles . Amortization schedules are used by lenders, such as financial institutions, to present a loan repayment schedule based on a specific maturity date. In addition to Investopedia, she has written for Forbes Advisor, The Motley Fool, Credible, and Insider and is the managing editor of an economics journal. Using each company’s earnings before interest, taxes, depreciation and amortization in 2020, UMG and WMG have multiples of 35.9 and 31.5 of value to EBITDA, respectively.

How Do I Include Depreciation And Amortization In My Business Tax Return?

Financially, amortization can be termed as a tax deduction for the progressive consumption of an asset’s value, in particular an intangible asset. It is often used with depreciation synonymously, which theoretically refers to the same for physical assets. Like the wear and tear in the physical or tangible assets, the intangible assets also wear down. Owing to this, the tangible assets are depreciated over time and the intangible ones are amortized. A term that refers either to the gradual paying off of a debt in regular installments over a period of time or to the depreciation of the “book value” of an asset over a period of time. Interest costs are always highest at the beginning because the outstanding balance or principle outstanding is at its largest amount.

He covers banking, loans, investing, mortgages, and more for The Balance. He has an MBA from the University of Colorado, and has worked for credit unions and large financial firms, in addition to writing about personal finance for more than two decades. The expense would go on the income statement and the accumulated amortization will show up on the balance sheet. Within the framework of an organization, there could be intangible assets such as goodwill and brand names that could affect the acquisition procedure. As the intangible assets are amortized, we shall look at the methods that could be adopted to amortize these assets. Let’s say, it’s the 25-year loan you can take, but you should fix your 20-year loan payments .

Dictionary Entries Near Amortization

You can even calculate how much you’d save bypaying off debt early. With most loans, you’ll get to skip all of the remaining interest charges if you pay them off early. Intangible assets are items that do not have a physical presence but add value to your business.

Why Is It Good To Know Your Amortization Schedule?

In accounting, the amortization of intangible assets refers to distributing the cost of an intangible asset over time. You pay installments using a fixed amortization schedule throughout a designated period. And, you record the portions of the cost as amortization expenses in your books. Amortization reduces your taxable income throughout an asset’s lifespan.

Recovery Period

Amortizing lets you write off the cost of an item over the duration of the asset’s estimated useful life. If an intangible asset has an indefinite lifespan, it cannot be amortized (e.g., goodwill). The amortization period is the end-to-end period for paying off a loan.

Amortization is the gradual repayment of a debt over a period of time, such as monthly payments on a mortgage loan or credit card balance. A tax deduction for the gradual consumption of the value of an asset, especially an intangible asset.

You may need a small business accountant or legal professional to help you. When an asset brings in money for more than one year, you want to write off the cost over a longer time period. Use amortization to match an asset’s expense to the amount of revenue it generates each year.

At first, payments will mainly go to interest and very little to principal. Then, as the loan is closer to being paid off, the payment goes more towards principal than interest. They are an example of revolving debt, where the outstanding balance can be carried month-to-month, and the amount repaid each month can be varied. Examples of other loans that aren’t amortized include interest-only loans and balloon loans. The former includes an interest-only period of payment, and the latter has a large principal payment at loan maturity.

Loan Amortization: Definition, Example, Calculation, How Does It Work?

Your lender may offer you the choice to make a minimum payment that doesn’t cover the interest you owe. The unpaid interest gets added to the amount you borrowed, and the amount you owe increases. Operating Income Before Depreciation and Amortization shows a company’s profitability in its core business operations. If you haven’t refinanced your mortgage in the last year, now is the time. If the asset has no residual value, simply divide the initial value by the lifespan. For clarity, assume that you have a loan of $300,000 with a 30-year term. To learn about the types of amortization, we shall consider the two cases where amortization is very commonly applied.

When you calculate your home business deduction, you can include depreciation if you use the actual expense method of calculating the tax deduction, but not if you use the simplified method. Since amortization doesn’t deal with physical assets, the process is no different for a home business than any other business that owns intangible property. The IRS dictates both the depreciation and amortization schedules for business assets. In order to better understand why amortizing loans are setup this way, lets take a look at principal and interest. Since the interest on a loan is calculated off of the most recent statement balance each month, the interest gets smaller as you make payments. This is due to making payments that exceed the interest owed on the loan, thus reducing the overall principal.

A write-off schedule is employed to reduce an existing loan balance through installment payments, for example, a mortgage or a car loan. The deduction of certain capital expenses over a fixed period of time. Amortizable expenses not claimed on Form 4562 include amortizable amortization definition bond premiums of an individual taxpayer and points paid on a mortgage if the points cannot be currently deducted. For the next month, the outstanding loan balance is calculated as the previous month’s outstanding balance minus the most recent principal payment.

This write-off results in the residual asset balance declining over time. To see the full schedule or create your own table, use aloan amortization calculator. Justin Pritchard, CFP, is a fee-only advisor and an expert on personal finance.

Amortization is important because it helps businesses and investors understand and forecast their costs over time. In the context of loan repayment, amortization schedules provide clarity into what portion of a loan payment consists of interest versus principal. This can be useful for purposes such as deducting interest payments for tax purposes. For example, a mortgage lender often provides the borrower with a loan amortization schedule. The loan amortization schedule allows the borrower to see how the loan balance will be reduced over the life of the loan.