{"id":3392,"date":"2021-11-02T14:45:21","date_gmt":"2021-11-02T07:45:21","guid":{"rendered":"https:\/\/ppprime.co.th\/tluxepower\/?p=3392"},"modified":"2022-09-03T15:47:18","modified_gmt":"2022-09-03T08:47:18","slug":"how-do-i-use-the-straight-line-method-of","status":"publish","type":"post","link":"https:\/\/ppprime.co.th\/tluxepower\/how-do-i-use-the-straight-line-method-of\/","title":{"rendered":"How Do I Use the Straight-Line Method of Amortization Schedules? SF Gate"},"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\">How Do I Use the Straight-Line Method of Amortization Schedules?<\/a><\/li>\n<li><a href=\"#toc-1\">What are the other methods of depreciation?<\/a><\/li>\n<li><a href=\"#toc-2\">How Do I Calculate a 30-Year Mortgage Balance After 5 Years?<\/a><\/li>\n<li><a href=\"#toc-3\">Examples of Company Expenses<\/a><\/li>\n<li><a href=\"#toc-4\">How to calculate straight-line amortization<\/a><\/li>\n<li><a href=\"#toc-6\">Discount on Bonds Payable with Straight-Line Amortization<\/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=\"254px\" alt=\"straight line amortization calculation\"\/><\/p>\n<p>Business organizations maintain the amortization schedule that provides the detail of cash outflow to repay the debts. The amortization schedule keeps track of the unpaid and paid debt balance and interest money. The total payment each period is calculated through the ordinary annuity formula. Once provided, the calculator will generate a straight line amortization chart for the loan. A straight-line amortization chart helps analyze mortgage loan payments. However, ensure that the chart you use is customized to reflect the elements of your specific loan.<\/p>\n<ul>\n<li>The Excel equivalent function for Straight-Line Method is SLN will calculate the depreciation expense for any period.<\/li>\n<li>The straight-line method of amortization gains its name from the uniform payments it creates.<\/li>\n<li>To record the purchase of the copier and the monthly depreciation expense, you\u2019ll need to make the following journal entries.<\/li>\n<li>Regardless of your role within the financial team, knowing when and how to use straight-line amortization can have a direct impact on your organization&#8217;s financial health.<\/li>\n<li>The straight-line amortization method is the simplest way to amortize a bond or loan because it allocates an equal amount of interest over each accounting period in the debt\u2019s life.<\/li>\n<li>When the loan is to be repaid in equal installment, it is also referred to as Straight-line amortization.<\/li>\n<\/ul>\n<p>Our balance is also calculated the same way as before, where we subtract that period\u2019s payment towards principal. That being said, I\u2019m going to show how to do it by hand because, in order to build out a schedule, we must first understand how to calculate all the parts. A straight line amortization chart allows for seeing how the allocated amounts for the principal and interest change each month. Use this calculator to calculate the simple straight line depreciation of assets. The amortization of intangibles is the process of expensing the cost of an intangible asset over the projected life of the asset. Straight line is the most straightforward and easiest method for calculating depreciation. It is most useful when an asset&#8217;s value decreases steadily over time at around the same rate.<\/p>\n<h2 id=\"toc-0\">How Do I Use the Straight-Line Method of Amortization Schedules?<\/h2>\n<p>With that in mind, you can plan your finances around a $2,029.01 monthly mortgage payment for the next 30 years, assuming you do not attempt to pay down the principal balance of your mortgage at a faster rate. Use a straight line amortization chart to gain a solid understanding of how your monthly mortgage payments are allocated from month to month. You may be surprised by the amount of interest you&#8217;ll pay over the life of the loan if you stick to the original payment schedule. The straight line method of amortization allocates the discount equally over the life of the bond. An entry will usually be made on every interest date and if necessary, an adjusting journal entry will be made at the end of each period to record the discount amortization.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"straight line amortization calculation\"\/><\/p>\n<p>Because it is the simplest GAAP-compliant method, it is also the most commonly used in practice. One of the distinct advantages of straight-line amortization is the ability to rapidly <a href=\"https:\/\/online-accounting.net\/what-s-the-difference-between-amortization-and\/\">straight line amortization calculation<\/a> calculate your monthly repayment terms. The process can be accomplished by calculating the sum of your principal balance and the total interest on your loan as dictated by the lender.<\/p>\n<h2 id=\"toc-1\">What are the other methods of depreciation?<\/h2>\n<p>The final cost of the tractor, including tax and delivery, is $25,000, and the expected salvage value is $6,000. According to the table above, Jim can depreciate the tractor over a three-year period.<\/p>\n<ul>\n<li>It cost $150 to ship the copier, and the taxes were $600, making the final cost of the copier $8,250.<\/li>\n<li>A company sells bonds to raise large sums of money from individual small investors.<\/li>\n<li>Goodwill is a common result of acquisitions where the purchase price is greater than the fair market value of the assets and liabilities.<\/li>\n<li>Full BioAmy is an ACA and the CEO and founder of OnPoint Learning, a financial training company delivering training to financial professionals.<\/li>\n<li>The following month, the total owed amount is smaller, having paid off the first installment with interest, therefore the interest is now a percentage of a smaller amount.<\/li>\n<\/ul>\n<p>Full BioAmy is an ACA and the CEO and founder of OnPoint Learning, a financial training company delivering training to financial professionals. She has nearly two decades of experience in the financial industry and as a financial instructor for industry professionals and individuals. Daniel Liberto is a journalist with over 10 years of experience working with publications such as the Financial Times, The Independent, and Investors Chronicle. He received his masters in journalism from the London College of Communication. Daniel is an expert in corporate finance and equity investing as well as podcast and video production.<\/p>\n<h2 id=\"toc-2\">How Do I Calculate a 30-Year Mortgage Balance After 5 Years?<\/h2>\n<p>But because you owned the truck for more than one year,in the U.S. it is considereda long-term capital gain and thus subject to a lower tax rate. Straight-line depreciation is different from other methods because it is based solely on the passage of time. He or she should also be well versed in recent changes to tax laws, including how depreciation deductions can be used in the current tax year. Each year, the net asset value for the software will reduce by that amount and the company will report $3,333 in amortization expense.<\/p>\n<p>Knowing what straight-line amortization is and how  to calculate it can help you plan your interest payments. Regardless of your role within the financial team, knowing when and how to use straight-line amortization can have a direct impact on your organization&#8217;s financial health. Applying and calculating straight-line amortization is a valuable skill, but it requires research and practice. In this article, we define straight-line amortization, discuss who uses it, explain how to calculate it and provide an example of how to use it.<\/p>\n<h2 id=\"toc-3\">Examples of Company Expenses<\/h2>\n<p>Aided by third-party data on vehicle-pricing estimates, and estimating mileage and future condition, the company estimates that the delivery truck will be sellable for about $15,000 at the end of five years. The formula to calculate annual depreciation using the straight-line method is (cost \u2013 salvage value) \/ useful life. Applied to this example, annual depreciation would be $17,000, or ($100,000 \u2013 $15,000) \/ 5. For example, due to rapid technological advancements, a straight line depreciation method may not be suitable for an asset such as a computer.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"255px\" alt=\"straight line amortization calculation\"\/><\/p>\n<p>Calculate the charge of interest every year in the company\u2019s income statement using the Straight Line method. An example of an intangible asset is when you buy a patent for an invention. To accurately create your historical financial statements or your pro forma financial statements you need to <a href=\"https:\/\/online-accounting.net\/\">https:\/\/online-accounting.net\/<\/a> calculate both depreciation and amortization. Hence if you arecreating a business planyou need to calculate both depreciation and amortization. Saving the vendor bill creates four amortization schedules, each to amortize $400.00 over full four periods from August through December inclusive.<\/p>\n<h2 id=\"toc-4\">How to calculate straight-line amortization<\/h2>\n<p>You can also store other information like asset number, purchase date, cost, purchase description, serial number, warranty expiration date, and others. Use the standard straight-line depreciation formula, below, to calculate annual depreciation expense. Depreciation impacts a company&#8217;s income statement, balance sheet, profitability and net assets, so it&#8217;s important for it to be correct. Land is one of the rare examples where a physical asset should never be depreciated. For intangible assets though, it&#8217;s much more common to have an asset than should not be amortized. The useful life of the asset is the period of time over which the company expects the intangible asset to provide economic value to the business. Like depreciation, there are multiple methods a company can use to calculate an intangible asset&#8217;s amortization, but the simplest is the straight-line method.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Which is the method to calculate interest?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<ol>\n<li>Step 1: To calculate your interest rate, you need to know the interest formula I\/Pt = r to get your rate.<\/li>\n<li>I = Interest amount paid in a specific time period (month, year etc.)<\/li>\n<li>P = Principle amount (the money before interest)<\/li>\n<li>t = Time period involved.<\/li>\n<li>r = Interest rate in decimal.<\/li>\n<\/ol>\n<div><\/div>\n<\/p>\n<\/div><\/div>\n<\/div>\n<p>However, the latter is used when dealing with tangible assets, while the former is used for intangible assets. Straight line amortization is also applied when calculating loan repayments through a series or regular repayments. These payments also take into account the principal amount borrowed, as well as the interest rate that the borrower is expected to pay. This serves to increase expenses, which reduces income for the period. It also increases the contra asset account, which reduces the running balance of its related asset when netted together.<\/p>\n<p>The money paid out to ensure that a bond equals its book value upon reaching maturity constitutes amortized funds. Until the end of the life of the intangible asset or until maturity of bond respectively in the income statement of the company. Straight line amortization is a practical tool, especially in the banking finance segment and for a good reason. Banks tend to use this approach because it is easy to understand, especially when explaining the repayments to customers applying for loans or mortgages. Interest can be calculated easily, and this allows the borrower to be at ease once they understand the terms of the repayment and how the repayments have been calculated.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"straight line amortization calculation\"\/><\/p>\n<p>With the straight line depreciation method, the value of an asset is reduced uniformly over each period until it reaches its salvage value. Straight line depreciation is the most  commonly used and straightforward depreciation method for allocating the cost of a capital asset.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content How Do I Use the Straight-Line Method of Amortization Schedules? What are the other methods of depreciation? How Do I Calculate a 30-Year Mortgage Balance After 5 Years? Examples of Company Expenses How to calculate straight-line amortization Discount on Bonds Payable with Straight-Line Amortization Business organizations maintain the amortization schedule that provides the detail [&hellip;]<\/p>\n","protected":false},"author":11,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[79],"tags":[],"_links":{"self":[{"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/posts\/3392"}],"collection":[{"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/users\/11"}],"replies":[{"embeddable":true,"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/comments?post=3392"}],"version-history":[{"count":1,"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/posts\/3392\/revisions"}],"predecessor-version":[{"id":3393,"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/posts\/3392\/revisions\/3393"}],"wp:attachment":[{"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/media?parent=3392"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/categories?post=3392"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ppprime.co.th\/tluxepower\/wp-json\/wp\/v2\/tags?post=3392"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}