{"id":60040,"date":"2021-09-28T14:47:37","date_gmt":"2021-09-28T14:47:37","guid":{"rendered":"https:\/\/www.kite47.com\/?p=60040"},"modified":"2022-10-24T08:04:01","modified_gmt":"2022-10-24T08:04:01","slug":"present-value-and-future-value-of-an-annuity-net","status":"publish","type":"post","link":"https:\/\/kite47.com\/index.php\/2021\/09\/28\/present-value-and-future-value-of-an-annuity-net\/","title":{"rendered":"Present Value and Future Value of an Annuity, Net Present Value, with Formulas and Examples"},"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\">Running Out of Money in Retirement: What\u2019s the Risk?<\/a><\/li>\n<li><a href=\"#toc-1\">Yes, email me a screenshot of my calculator results!<\/a><\/li>\n<li><a href=\"#toc-2\">What is an Annuity?<\/a><\/li>\n<li><a href=\"#toc-3\">PRESENT VALUE ANNUITY FACTORS (PVAF) TABLE<\/a><\/li>\n<li><a href=\"#toc-5\">Advantage of Using Ordinary Annuity Table to Find Present Value<\/a><\/li>\n<li><a href=\"#toc-6\">Example: Calculating the Amount of an Annuity Due<\/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=\"250px\" alt=\"pv of ordinary annuity table\"\/><\/p>\n<p>To determine an individual cash flow, or annuity factor, by using this table, you would look across the top row for the number of periods and down the left side for the interest rate. Entering these values in an equation <a href=\"https:\/\/online-accounting.net\/\">https:\/\/online-accounting.net\/<\/a> yields the present value of an annuity. An individual cash flow or annuity can be determined by discounting each cash flow back at a given rate using various financial tools, including tables and calculators.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is present value of ordinary annuity table?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The annuity table contains a factor specific to the number of payments over which you expect to receive a series of equal payments and at a certain discount rate. When you multiply this factor by one of the payments, you arrive at the present value of the stream of payments.<\/p>\n<\/div><\/div>\n<\/div>\n<p>The long method involves the calculation of the present value of each future cash flow at each individual discount factor or present value interest factor and summing up together. In this method, the present value interest factors are taken from the present value interest factors table. Thus, the present value  of an ordinary annuity is the measurement of the current value of future periodic equal cash flows that occurs at the end of each period.<\/p>\n<h2 id=\"toc-0\">Running Out of Money in Retirement: What\u2019s the Risk?<\/h2>\n<p>An annuity table is a tool used to determine the present value of an annuity. Figuring the present value of any future amount of an annuity may also be performed using a financial calculator or software built for such a purpose. The future value of an annuity is the total value of payments at a specific point in time. If someone wants to invest some amount at the end of the month or year, this is the recommended method to analyze an investment.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"pv of ordinary annuity table\"\/><\/p>\n<p>If you want to compute today&#8217;s present value of a single lump sum payment in the future than try our present value calculator here. The annuity due value is greater; hence, you should choose the annuity due over the lump-sum payment.<\/p>\n<h2 id=\"toc-1\">Yes, email me a screenshot of my calculator results!<\/h2>\n<p>Let\u2019s consider an individual who has a choice to obtain an annuity of dollar 60,000 per year for the succeeding 15 years, with a lending rate of 5% or a lump-sum deposit worth $550,000. He wants to find out the more reasonable possibility that through the above-mentioned equation, the PVA is determined. Then the comparison of an annuity or lump sum amount would help him decide which option is more profitable. The present value of the ordinary annuity table is defined as the sequence of payments that take place at the same  interim &#038; in the same aggregate. Calculate the present value interest factor of an annuity and create a table of PVIFA values.<\/p>\n<div style='border: grey solid 1px;padding: 12px;'>\n<h3>Present Value Interest Factor of Annuity (PVIFA) &#8211; Investopedia<\/h3>\n<p>Present Value Interest Factor of Annuity (PVIFA).<\/p>\n<p>Posted: Sat, 25 Mar 2017 20:09:56 GMT [<a href='https:\/\/www.investopedia.com\/terms\/p\/pvifa.asp' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>So, for example, if you plan to invest a certain amount each month or year, it will tell you how much you&#8217;ll have accumulated as of a future date. If you are making regular payments on a loan, the future value is useful in determining the total cost of the loan. These recurring or ongoing payments are technically referred to as &#8220;annuities&#8221; . The buyer does the series of payments such as rent or lease to the seller of asset is one major example.<\/p>\n<h2 id=\"toc-2\">What is an Annuity?<\/h2>\n<p>You can read more about our commitment to accuracy, fairness and transparency in our editorial guidelines. Conversely, if I hand you $1,000 in cash at the end of the year, you will have $1,000.<\/p>\n<p>Note that the one-cent difference in these results, $5,525.64 vs. $5,525.63, is due to rounding in the first calculation. She holds a Bachelor of Science in Finance degree from Bridgewater State University and has worked on print content for business owners, national brands, and major publications. When interest is 6% per period and it is compounded each period, receiving 1.000 at the end of each period for 8 periods has a present value of 6.210.<\/p>\n<h2 id=\"toc-3\">PRESENT VALUE ANNUITY FACTORS (PVAF) TABLE<\/h2>\n<p>So, let&#8217;s assume that you invest $1,000 every year for the next five years, at 5% interest. You can calculate the present or future value for an ordinary annuity or an annuity due using the following formulas. Recurring payments, such as the rent on an apartment or interest on a bond, are sometimes referred to <a href=\"https:\/\/online-accounting.net\/how-to-find-the-present-value-of-an-annuity\/\">pv of ordinary annuity table<\/a> as &#8220;annuities.&#8221; There are several ways to measure the cost of making such payments or what they&#8217;re ultimately worth. Here&#8217;s what you need to know about calculating the present value or future value of an annuity. PVOA is an efficient method to determine the worth of money in present times and future times.<\/p>\n<ul>\n<li>Given this information, the annuity is worth $10,832 less on a time-adjusted basis, and the individual should choose the lump sum payment over the annuity.<\/li>\n<li>Once the value per dollar of cash flows is found, the actual periodic cash flows can be multiplied by the per dollar amount to find the present value of the annuity.<\/li>\n<li>Some electronic financial calculators are now available for less than $35.<\/li>\n<li>PV tables cannot provide the same level of accuracy as financial calculators or computer software because they use factors that are rounded off to fewer decimal places.<\/li>\n<li>For instance, XYZ wants to import heavy machinery worth $4000 from seller ABC and promises to pay the seller four payments of $1000 at the interval of one payment annually.<\/li>\n<li>Thus, we can determine the present value of the annuity, interest rate, number of periods, or amount of the annuity.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content Running Out of Money in Retirement: What\u2019s the Risk? Yes, email me a screenshot of my calculator results! What is an Annuity? PRESENT VALUE ANNUITY FACTORS (PVAF) TABLE Advantage of Using Ordinary Annuity Table to Find Present Value Example: Calculating the Amount of an Annuity Due To determine an individual cash flow, or annuity<a class=\"read-more\" href=\"https:\/\/kite47.com\/index.php\/2021\/09\/28\/present-value-and-future-value-of-an-annuity-net\/\"> [&hellip;]<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[98],"tags":[],"_links":{"self":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/60040"}],"collection":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/comments?post=60040"}],"version-history":[{"count":1,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/60040\/revisions"}],"predecessor-version":[{"id":60041,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/60040\/revisions\/60041"}],"wp:attachment":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/media?parent=60040"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/categories?post=60040"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/tags?post=60040"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}