{"id":266,"date":"2021-12-04T14:32:13","date_gmt":"2021-12-04T14:32:13","guid":{"rendered":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/?p=266"},"modified":"2021-12-06T12:29:53","modified_gmt":"2021-12-06T12:29:53","slug":"bond-amortization-table-excel-templates","status":"publish","type":"post","link":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/bond-amortization-table-excel-templates\/","title":{"rendered":"Bond Amortization Table Excel Templates"},"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\">Amortized Bond<\/a><\/li>\n<li><a href=\"#toc-1\">Accounting Topics<\/a><\/li>\n<li><a href=\"#toc-2\">Calculate The Interest Expense<\/a><\/li>\n<li><a href=\"#toc-3\">Presented Below Is An Amortization Schedule Related To Buffalo Company&#8217;s 5<\/a><\/li>\n<li><a href=\"#toc-4\">Amortization Schedule Due<\/a><\/li>\n<li><a href=\"#toc-5\">How To Calculate A Floor Value Of Convertible Bonds<\/a><\/li>\n<li><a href=\"#toc-6\">Related Accounting Q&#038;a<\/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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\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\" width=\"258px%\" alt=\"bond amortization schedules\"\/><\/p>\n<p>Items that are commonly amortized for the purpose of spreading costs include machinery, buildings, and equipment. From an accounting perspective, a sudden purchase of an expensive factory during a quarterly period can skew the financials, so its value is amortized over the expected life of the factory instead. Although it can technically be considered amortizing, this is usually referred to as the depreciation expense of an asset amortized over its expected lifetime.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px%\" alt=\"bond amortization schedules\"\/><\/p>\n<p>Molson Coors Brewing Company just acquired $1.2 million worth of new brewing equipment for its Canadian operations. The terms of the loan require end-of-quarter payments for eight years at 8.3% compounded quarterly.<\/p>\n<h2 id=\"toc-0\">Amortized Bond<\/h2>\n<p>The entries for 2020, including the entry to record the bond issuance, are shown next. An amortization schedule is a table detailing each periodic payment on an amortizing loan. Each calculation done by the calculator will also come with an annual and monthly amortization schedule above. Each repayment for an amortized loan will contain both an interest payment and payment towards the principal balance, which varies for each pay period. An amortization schedule helps indicate the specific amount that will be paid towards each, along with the interest and principal paid to date, and the remaining principal balance after each pay period. This amortization schedule calculator allows you to create a payment table for a loan with equal loan payments for the life of a loan.<\/p>\n<p>For example, if a bond matures in four years, the spreadsheet fills the Payment column Rows 2 through 9 with values from 1 to 8. The first row contains only a value for the bond\u2019s Carrying Amount. For example, if you buy a bond for $970, set the Carrying Amount in Row 1 to this value. The value of $970 is equal to 1\/2 of the 7 percent Coupon Rate times the $1,000 Face Value. As a result, our amortization amount in 2024 required a slight adjustment. The cost of debt is the return that a company provides to its debtholders and creditors.<\/p>\n<h2 id=\"toc-1\">Accounting Topics<\/h2>\n<p>Put the bond information cells you&#8217;ve just created off to the side, away from the table columns. Under the straight-line method, bond premium is amortized equally in each period. Where BD is the total bond discount, n is the bond life in year and m is <a href=\"https:\/\/www.google.com\/search?hl=en&#038;gl=US&#038;biw=1629&#038;bih=845&#038;ei=oM8SYJCNN8WWjgaDlYq4Aw&#038;q=recording+transactions\">recording transactions<\/a> the total coupon periods per year. After six months, the issuer will make interest payments amounting to $300,000 (10,000 \u00d7 $1,000 \u00d7 6%\/2). However, the interest expense will be higher than the coupon payments due to amortization of bond discount.<\/p>\n<p>For our example, let\u2019s use a fixed-rate, 30-year mortgage, as it is one of the most common examples of amortization in action. There are two methods through which amortization calculations are commonly performed \u2013 straight-line and effective-interest.<\/p>\n<p>Fill in the principal and balance remaining, calculate the interest using Formula 13.1, and determine the final payment by adding the interest and principal components together. In the creation of the amortization schedule, you always round the numbers off to two decimals since you are dealing with currency. However, as per the rules of rounding, you do not round any numbers in your calculations until you reach the end of the amortization schedule and the annuity has been reduced to zero. Prepare the journal entry to record the purchase of these bonds, assuming they are classified as available-for-sale. Prepare the journal entry to record the purchase of these bonds on December 31, 2015, assuming the bonds are classified as held-to-maturity securities. ABA RF may make comments and suggestions with respect to the need for and the structure of any such amortization schedule, and State Street shall give full consideration thereto. Find the interest payment paid out for the bond for each period.<\/p>\n<p>Bond amortization is simply the spreading out of the cost of the bond over time. Bonds have amortization schedules and these lay out how the bond is paid including principal and what is owed in interest. Subtract the interest payment for the current period from the interest expense for the current period to determine the amortization cost of the bond discount. Multiply the effective interest rate by the bond&#8217;s book value at the start of the accounting period . This is the interest expense for the current accounting period.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px%\" alt=\"bond amortization schedules\"\/><\/p>\n<p>Sometimes, businesses are interested only in creating partial amortization schedules, which are amortization schedules that show only a specified range of payments and not the entire annuity. Employ the bond calculator to compute the amortization schedule . Enter the coupon, bond price, call date maturity date and trade date. Advance the trade date to Jan. 1 of each year remaining on the bond life. The difference between the current and previous bond prices is the amount of amortization.<\/p>\n<h2 id=\"toc-2\">Calculate The Interest Expense<\/h2>\n<p>Using the same format for an amortization table, but having received $91,800, interest payments are being made on $100,000. 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. The straight line amortization formula is computed by dividing the total interest amount by the number of periods in the debt\u2019s life.<\/p>\n<p>The bond discount of $3,000 is amortized over the life of the bond and is recorded as an interest expense. The amortization will make the bond&#8217;s book value increase from $97,000 in year one to $100,000 just as it matures. The straight-line method is easier, but the effective interest rate method is more accurate. The table below shows <a href=\"https:\/\/online-accounting.net\/bond-amortization-schedule\/\">bond amortization schedules<\/a> how this example bond would be accounted for over the full 10-year period. Note that the only static figure is the amount of cash interest &#8212; interest expense and amortization are different in every single year. Over time, the carrying amount of the bonds is slowly reduced to $100,000 due to the amortization of the premium each year.<\/p>\n<ul>\n<li>If you want an accurate, to the penny amortization schedule, you should spend a minute or two understanding these options.<\/li>\n<li>If the bond was purchased below par , you have purchased a discount bond, not a premium bond.<\/li>\n<li>Interest due represents the dollar amount required to pay the interest cost of a loan for the payment period.<\/li>\n<li>This involves developing a complete amortization schedule for an annuity .<\/li>\n<\/ul>\n<p>Current guidelines limit users to a total of no more than 10 requests per second, regardless of the number of machines used to submit requests. If interested, take a look at the schedule using the print preview button and scroll down to the footnote. If you use the 20,572.25 amount, the final payment only requires a 6.95 final rounding adjustment, while the 20,572.26 payment requires a 20.16 final adjustment. As a side note, a 20,572.25 payment amount seems to be more accurate than a 20,572.26 amount. Please use the link to the loan calculator that I just provided on the plugin page. Would someone please tell how do I get this calculator for use on my website.<\/p>\n<p>And our principal for the second period will be calculated the exact same way as before, where we simply subtract that period\u2019s interest from the payment. Financial assets are resources owned by people or organizations that have monetary value derived from a contractual claim. Learn more about the three main types of financial assets, such as money, stocks, and bonds.<\/p>\n<h2 id=\"toc-3\">Presented Below Is An Amortization Schedule Related To Buffalo Company&#8217;s 5<\/h2>\n<p>To calculate interest expense for the first period, we multiply the carrying value of the bonds ($106,710.08) by investors&#8217; required return (8%) to get interest expense of $8,536.81. This option impacts calculations when compounding is set to &#8220;Exact&#8221; or &#8220;Daily&#8221; or when there are odd days in the cash flow. OK, fine point but I personally believe all amortization schedules should use rules that produce exactly the same results for identical inputs. Not with the amortization schedule, but you can with the Ultimate Financial Calculator. This calculator allows users to track payments, for any amount, as they are paid. How do I set the calculator to adjust the final payment rather than the first?<\/p>\n<h2 id=\"toc-4\">Amortization Schedule Due<\/h2>\n<p>The amortization table shows how each payment is applied to the principal balance and the interest owed. Companies may also issue amortized bonds and use the effective-interest method.<\/p>\n<p>It allows issuers to treat the bond discount as an asset over the life of the bond until its maturity date. A bond is sold at a discount when a company sells it for less than its face value and sold at a premium when the price received is greater than face value. Presented below is the partial bond discount amortization schedule for Syam Corp., which uses the effective-interest method of amortization. Suppose the company issued $100,000 of 10-year bonds that pay an 8% annual coupon. The $10,000 difference between the sales price and the face value of the bond must be amortized over 10 years. Straight line amortization is always the easiest way to account for discounts or premiums on bonds. Under the straight line method, the premium or discount on the bond is amortized in equal amounts over the life of the bond.<\/p>\n<p>The 366 days in year option applies to leap years, otherwise the interest calculation uses 365 days. Click either &#8220;Calc&#8221; or &#8220;Print Preview&#8221; for your amortization schedule. Create the amortization table labels by entering the words &#8220;Starting Balance&#8221; into cell B4, the word &#8220;Principal&#8221; into cell C4, the word &#8220;Interest&#8221; into cell D4 and the words &#8220;Ending Balance&#8221; into cell E4.<\/p>\n<h2 id=\"toc-6\">Related Accounting Q&#038;a<\/h2>\n<p>Straight line amortization of premiums or discounts results in the same amount of interest expense, amortization, and cash interest in every single year until the bond is repaid. To calculate premium amortization, we take the amount of cash interest ($9,000) and subtract the interest expense ($8,536.81) to get premium amortization of $463.19.<\/p>\n<p>As the title suggests, it provides a complete understanding of where the money goes. Say you are taking out a mortgage for $275,000 at 4.875% interest for 30 years . Enter these values into the calculator and click &#8220;Calculate&#8221; to produce an amortized schedule of monthly loan payments. You can see that the payment amount stays the same over the course of the mortgage. With each payment the principal owed is reduced and this results <a href=\"https:\/\/en.wikipedia.org\/wiki\/Adjusting_entries\">adjusting entries<\/a> in a decreasing interest due. You can produce a bond amortization table in Excel by first creating the appropriate cells for storing all of the relevant information and then inputting the necessary formulas to complete critical calculations. Bank $9,852,591 Bond discount $147,409 Bond payable $10,000,000 Total bond liability equals $10 million i.e. the product of 10,000 number of bond and the bond face value of $1,000.<\/p>\n<p>In the early stages of the loan, much of each payment will go towards interest, and in late stages, a greater percentage goes towards principal. At the end of the three years, you will have paid off the entirety of the loan. The rest of the table can be filled out using the iterative process described <a href=\"https:\/\/en.wikipedia.org\/wiki\/Cash_flow\">cash flow<\/a> above. Here, I have condensed the table so that you only see the first three months and the last three months. In this lesson, we will learn how to calculate holding period returns and how to annualize them. Several formulas will be presented with examples that work through each type of return.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Amortized Bond Accounting Topics Calculate The Interest Expense Presented Below Is An Amortization Schedule Related To Buffalo Company&#8217;s 5 Amortization Schedule Due How To Calculate A Floor Value Of Convertible Bonds Related Accounting Q&#038;a Items that are commonly amortized for the purpose of spreading costs include machinery, buildings, and equipment. From an accounting perspective, [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[10],"tags":[],"class_list":["post-266","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/posts\/266","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/comments?post=266"}],"version-history":[{"count":1,"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/posts\/266\/revisions"}],"predecessor-version":[{"id":267,"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/posts\/266\/revisions\/267"}],"wp:attachment":[{"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/media?parent=266"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/categories?post=266"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/demo.nolimitsmedia.com\/barbershop-template12\/wp-json\/wp\/v2\/tags?post=266"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}