{"id":266870,"date":"2019-11-28T10:41:32","date_gmt":"2019-11-28T10:41:32","guid":{"rendered":"https:\/\/www.finder.com\/uk\/?p=266870"},"modified":"2026-02-19T07:16:44","modified_gmt":"2026-02-19T07:16:44","slug":"savings-account-compound-interest","status":"publish","type":"post","link":"https:\/\/www.finder.com\/uk\/savings-accounts\/savings-account-compound-interest","title":{"rendered":"Compare savings accounts with compound interest"},"content":{"rendered":"<p>The concept of compound interest can sound a bit technical, but in a nutshell, it means earning interest on your interest. In the long term, it can make a significant difference to your savings as long as you let the interest payments build up in your account.<\/p><article class=\"luna-card luna-card--alt\"><div class=\"luna-card__block has-padding-small\"><img decoding=\"async\" src=\"https:\/\/www.finder.com\/finder-us\/wp-uploads\/sites\/3\/2025\/11\/fscsprotected.png\" width=\"52\" height=\"74\" alt=\"FSCS-protected badge\" class=\"alignleft has-padding-bottom-xxsmall\" srcset=\"https:\/\/www.finder.com\/finder-us\/wp-uploads\/sites\/3\/2025\/11\/fscsprotected.png?fit=156 156w\" sizes=\"(max-width: 156px) 100vw, 156px\" loading=\"lazy\"><h5 class=\"no-margin-top has-margin-bottom-xxsmall\">Is my money safe?<\/h5><p class=\"text-x-small has-padding-bottom-xxsmall\">The Financial Services Compensation Scheme (FSCS) guarantees that it will step in to compensate the first \u00a3120,000 you have saved with a UK-authorised bank, building society or credit union in the event that the business goes bust.<\/p><\/div><\/article><h3>What is compound interest?<\/h3><p>\u201cEarning interest on your interest\u201d? What on earth does that mean? Well, let\u2019s imagine you\u2019ve just opened a savings account and have deposited a lump sum into it.<\/p><p>If your savings account pays interest monthly and into the account itself, your account balance will grow every month and you\u2019ll earn interest on your interest as well as interest on your savings. At the end of the year, your savings will have grown a bit more than they would have with a savings account that only pays interest annually.<\/p><p>For example, say you have <a href=\"https:\/\/www.finder.com\/uk\/savings-accounts\/best-savings-account-for-10000\">\u00a310,000 in a savings account<\/a> that pays 3% a year (gross). If it\u2019s paid annually, at the end of the year you\u2019ll have \u00a310,300. If it\u2019s paid every month, allowing you to take advantage of compound interest, at the end of a year you\u2019ll have \u00a310,304.16. See our compound interest calculator below to work out how much you could earn on your savings.<\/p><p>Bear in mind that how frequently the interest is compounded can make a big difference too: if it compounds every day then your savings will grow quicker than if it compounds every year.<\/p><p>But while compound interest is your friend when you\u2019re saving, it can make be a tricky thing when you\u2019re in debt. This is because the interest compounds to make your debt bigger, making it harder to pay it off.<\/p><div class=\"fin-video fin-video--horizontal\" data-player-type=\"youtube\" data-video-id=\"0MPhR77eII0\" style=\"\">\n    <div class=\"fin-video__container\">\n                    <img decoding=\"async\" class=\"fin-video__thumbnail\" src=\"https:\/\/img.youtube.com\/vi\/0MPhR77eII0\/maxresdefault.jpg\" data-fallback-sd=\"https:\/\/img.youtube.com\/vi\/0MPhR77eII0\/sddefault.jpg\" data-fallback-hq=\"https:\/\/img.youtube.com\/vi\/0MPhR77eII0\/hqdefault.jpg\" alt=\"\" loading=\"lazy\">\n                            <div class=\"fin-video__duration\">5:34<\/div>\n                        <div class=\"fin-video__play-btn\" role=\"button\" aria-label=\"Play video\"><\/div>\n                <iframe allow=\"autoplay\" class=\"fin-video__player\" id=\"ytPlayer-0MPhR77eII0\" title=\"Video player\"><\/iframe>\n    <\/div>\n        <\/div>\n\n\n<div class=\"newsletter-wrapper\"><\/div>\n<div 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            <div class=\"signup-content\">\n                <div class=\"signup-content-left\">\n                    <h2 class=\"signup-header\">Be first to know about new deals<\/h2>\n                                        <p class=\"signup-text\">Sign up to receive the latest deals, tips and a chance to <strong>win \u00a3400!<\/strong> (T&amp;Cs)\n                                            <\/p>\n                                    <\/div>\n                <div class=\"signup-content-right\">\n                    <div class=\"form\">\n                        <div class=\"email-group \">\n                            <label for=\"email-default\" class=\"sr-only\">Email address:<\/label>\n                            <input class=\"email-input\" id=\"email-default\" type=\"email\" placeholder=\"Enter your email\" name=\"email\" data-prefill=\"me.notes.createAccountEmail\">\n                            <button class=\"email-btn\">\n                                <span class=\"btn-text\">Sign up<\/span>\n                                <span class=\"loading-spinner\"><\/span>\n                            <\/button>\n                        <\/div>\n                        <p class=\"error-msg\"><span class=\"error-msg-text\">Error placeholder<\/span> <span class=\"error-msg-sign-in\"> Click <a class=\"error-msg-sign-in-link\" href=\"https:\/\/www.finder.com\/uk\/user-profile\/sign-in?returnTo=https%3A%2F%2Fwww.finder.com%2Fuk%2Fuk%2Fwp-json%2Fwp%2Fv2%2Fposts%2F266870\">here<\/a> to sign in<\/span><\/p>\n                    <\/div>\n                    <div class=\"links\">\n                                                    <a href=\"https:\/\/finder.com\/uk\/about-us\/competition-winners\">Winners<\/a> |                                                    <a href=\"https:\/\/www.finder.com\/uk\/about-us\/example-email#savings\">Emails<\/a> |                                                    <a href=\"https:\/\/www.finder.com\/uk\/communication-preferences\">Unsubscribe<\/a> |                                                    <a href=\"https:\/\/www.finder.com\/uk\/privacy-policy\">Privacy<\/a>                                             <\/div>\n                <\/div>\n            <\/div>\n                <div class=\"hide-btn\">\n            Hide\n            <svg class=\"luna-icon luna-icon--xsmall has-margin-top-xxsmall\">\n                <use xlink:href=\"#chevron-down\"><\/use>\n            <\/svg>\n        <\/div>\n    <\/div>\n<\/div>\n\n<h3>Simple vs compound interest<\/h3><p>In the graph below, we show you what happens to your savings if you put \u00a35,000 in a savings account that pays a 5% gross yearly rate.<\/p><p>\u201cSimple interest\u201d shows how your savings would grow if you didn\u2019t keep your interest in the same account \u2013 say, because you move it to a separate current account that doesn\u2019t earn any interest. \u201cCompound interest\u201d shows you what happens if you keep the interest in the same savings account, so that you earn interest on your interest. In this example, interest is compounded monthly.<\/p><p>As you can see, the difference becomes more and more noticeable as years go by.<\/p><div class=\"infogram-placeholder\" data-id=\"infogram_0_7327e0f2-329c-4883-bc6e-7d27cc7e0c48\" data-src=\"https:\/\/e.infogram.com\/js\/dist\/embed.js?Nnq\"><\/div><h3>Compound savings calculator<\/h3><article class=\"luna-card luna-card--border\">\n<div class=\"luna-card__block\">\n<form class=\"luna-form\" onsubmit=\"return false\">\n<fieldset class=\"luna-form__fieldset\">\n\n<div class=\"luna-form__group\">\n\n<div class=\"luna-form__field u-1\/3@s\">\n<label class=\"luna-label luna-label--fluid\" for=\"ukfininput1\">Initial savings amount<\/label>\n<div class=\"luna-affix\">\n<span class=\"luna-affix__label\">\u00a3<\/span>\n<input class=\"luna-input\" type=\"number\" placeholder=\"0\" id=\"ukfininput1\" onchange=\"showResults();\">\n<\/div>\n<\/div>\n\n<div class=\"luna-form__field u-1\/3@s\">\n<label class=\"luna-label luna-label--fluid\" for=\"ukfininput2\">Monthly contribution<\/label>\n<div class=\"luna-affix\">\n<span class=\"luna-affix__label\">\u00a3<\/span>\n<input class=\"luna-input\" type=\"number\" value=\"0\" placeholder=\"0\" id=\"ukfininput2\" onchange=\"showResults();\">\n<\/div>\n<\/div>\n\n<div class=\"luna-form__field u-1\/3@s\">\n<label class=\"luna-label luna-label--fluid\" for=\"ukfininput3\">Interest rate<\/label>\n<div class=\"luna-affix\">\n<input class=\"luna-input\" type=\"number\" placeholder=\"0\" id=\"ukfininput3\" onchange=\"showResults();\">\n<span class=\"luna-affix__label\">%<\/span>\n<\/div>\n<\/div>\n\n<div class=\"luna-form__field u-1\/3@s\">\n<label class=\"luna-label luna-label--fluid\" for=\"ukfininput4\">Years to grow<\/label>\n<input class=\"luna-input\" type=\"number\" placeholder=\"0\" id=\"ukfininput4\" onchange=\"showResults();\">\n<\/div>\n\n<div class=\"luna-form__field u-1\/3@s\">\n<label class=\"luna-label\" for=\"ukfininput5\">Compounding<\/label>\n<select class=\"luna-select\" id=\"ukfininput5\" onchange=\"showResults();\">\n<option>Choose compounding frequency<\/option>\n<option>Annually<\/option>\n<option>Monthly<\/option>\n<option>Daily<\/option>\n<\/select>\n<\/div>\n\n<\/div>\n\n\n<\/fieldset>\n<\/form>\n\n\n\n\n\n\n<article class=\"luna-card luna-card--alt has-margin-top-small\">\n<div class=\"luna-card__block text-x-large\"><p><span id=\"resultmessage\">Use the fields above to estimate your return.<\/span><\/p>\n<\/div>\n<\/article>\n\n<\/div>\n<\/article>\n\n<script>\nfunction showResults() {\n\nvar ukfininput1 = document.getElementById(\"ukfininput1\");\nvar ukfininput2 = document.getElementById(\"ukfininput2\");\nvar ukfininput3 = document.getElementById(\"ukfininput3\");\nvar ukfininput4 = document.getElementById(\"ukfininput4\");\nvar ukfininput5 = document.getElementById(\"ukfininput5\");\nvar start = Number(ukfininput1.value);\nvar contrib = Number(ukfininput2.value);\nvar rate = Number(ukfininput3.value) \/ 100;\nvar term = Number(ukfininput4.value);\nvar compound = ukfininput5.value;\nif (start > 0 && rate > 0 && term > 0 && (compound == 'Annually' || compound == 'Monthly' || compound == 'Daily')) {\n\nvar termunit;\nvar calculatedresult = start;\nvar monthcounter = 0;\nvar yearcounter = 0;\nvar interestcounter = 0;\nvar yearyears = 'years';\nif (term == 1) { yearyears = 'year'; }\n\nif (compound == 'Daily') { termunit = term * 365; } else { termunit = term * 12; }\n\nfor (var i = 0; i < termunit; i++) {\nif (compound == 'Annually') { interestcounter = interestcounter + (calculatedresult * (rate\/12)); calculatedresult = calculatedresult + contrib; if ((i + 1) >= ((yearcounter + 1) * 12)) { yearcounter = yearcounter + 1; calculatedresult = calculatedresult + interestcounter; interestcounter = 0; } }\nelse if (compound == 'Monthly') { calculatedresult = (calculatedresult * (1 + rate\/12)); calculatedresult = calculatedresult + contrib; }\nelse if (compound == 'Daily') { calculatedresult = calculatedresult * (1 + rate\/365); if ((i + 1) >= ((365\/12) * (monthcounter + 1))) { monthcounter = monthcounter + 1; calculatedresult = calculatedresult + contrib; } }\n}\n\nvar resultmessage = document.getElementById(\"resultmessage\");\nresultmessage.innerHTML = 'After ' + term + ' ' + yearyears + ' you you would have saved around ' + Number(calculatedresult).toLocaleString(\"en-GB\", {style:\"currency\", currency:\"GBP\",minimumFractionDigits: 2}) + ' (comprising ' + Number((start + (contrib * term * 12))).toLocaleString(\"en-GB\", {style:\"currency\", currency:\"GBP\",minimumFractionDigits: 2}) + ' in deposits and ' + Number((calculatedresult - (start + (contrib * term * 12)))).toLocaleString(\"en-GB\", {style:\"currency\", currency:\"GBP\",minimumFractionDigits: 2}) + ' in interest).';\n\n}\n\n}\n<\/script><p>Compounding an interest rate more frequently gives you a higher annual equivalent rate. But bear in mind that the rate of compounding has generally already been accounted for in the AER when a bank advertises a savings product. So an account with an annual equivalent rate of 7.25% which compounds interest daily is actually applying around a 7% interest rate.<\/p><h3>How does compound interest affect my savings account?<\/h3><p>Compound interest is less a feature of your savings account than a strategy you can use to boost your savings. You can take advantage of it by constantly putting aside both your initial savings and the interest you earn on them so that the interest is calculated on an ever-increasing pot.<\/p><p>However, some savings accounts will let you take advantage of compound interest automatically, while with others you\u2019ll have to wait until they expire to get your interest, and then put the whole sum in a new account. It depends on two main factors:<\/p><ul><li><strong>How often interest is paid against your account\u2019s time limit.<\/strong> For example, if you have a one-year fixed rate account that pays interest annually, you won\u2019t be able to take advantage of compound interest. You will if interest is paid monthly instead, or if it\u2019s paid annually but your fixed-rate account lasts more than one year.<\/li><li><strong>Whether interest is paid into the same savings account.<\/strong> Some savings accounts give you the choice between having your interest paid into the account itself or into your current account. If you want to take advantage of compound interest, you need to have it paid into the savings account itself.<\/li><\/ul><p>Some of the savings accounts that pay the best rates (such as <a href=\"https:\/\/www.finder.com\/uk\/savings-accounts\/best-regular-savings-accounts\">regular savings accounts<\/a>) only pay interest upon maturity, so there isn\u2019t any compound interest involved. Conversely, <a href=\"https:\/\/www.finder.com\/uk\/savings-accounts\/easy-access-savings\">easy access savings accounts<\/a> don\u2019t normally have an expiration date, and by definition you can deposit and withdraw money when you like, so to take advantage of compound interest you just have to avoid withdrawals.<\/p><div class=\"importantText importantText__quote\">\n  <blockquote>\n    <div class=\"importantText__quoteIcon\"><\/div>\n    <p>Taking advantage of the snowball effect of compound interest can be a powerful way of growing your savings.\u201d<\/p>\n    <footer class=\"importantText__quoteAuthor\">\u2013 <cite>Katherine Denham, award-winning personal finance expert<\/cite><\/footer>\n  <\/blockquote>\n<\/div>\n<h3>How to make the most of compound interest<\/h3><ul><li><strong>See the long term picture.<\/strong> At the beginning, the extra money you can earn thanks to compound interest will be practically negligible. It will only make an actual difference over the course of a few years, as your savings grow.<\/li><li><strong>Reinvest both your savings and your interest.<\/strong> Even if your savings account deal only lasts one year and pays interest upon maturity, there is nothing stopping you from taking advantage of compound interest on a year-to-year basis. At the end of the deal, open another <a href=\"https:\/\/www.finder.com\/uk\/savings-accounts\">savings account<\/a> and deposit both your initial savings and the interest you\u2019ve earned on it.<\/li><li><strong>Avoid withdrawals.<\/strong> This is actually good savings practice in general. Don\u2019t touch your savings if you can avoid it. Instead, you should have a <a href=\"https:\/\/www.finder.com\/uk\/savings-accounts\/emergency-fund\">separate emergency fund<\/a> you can dip into every now and then.<\/li><li><strong>Don\u2019t let compound interest stop you from hunting for great rates.<\/strong> As we said, top-paying savings accounts often only pay interest at maturity. However, a great rate will usually make a much bigger difference than compound interest, so you should still go for it. Once the introductory deal is over, just remember to compare accounts again and reinvest both your savings and any interest you\u2019ve earned if you can. You can <a href=\"https:\/\/www.finder.com\/uk\/savings-accounts\/high-interest-savings-accounts\">compare savings accounts by interest rate here<\/a>.<\/li><\/ul><h3>Pros and cons of a savings account with compound interest<\/h3><div class=\"fin-pros-cons\">\n            <div class=\"fin-pros-cons__section\">\n            <h4 class=\"fin-pros-cons__heading\">Pros<\/h4>\n            <ul class=\"icon-list icon-list--check-circle\">\n                                    <li>Easy way to help you boost your savings<\/li>\n                                    <li>Some accounts will let you take advantage of compound interest automatically<\/li>\n                            <\/ul>\n        <\/div>\n    \n            <div class=\"fin-pros-cons__section\">\n            <h4 class=\"fin-pros-cons__heading\">Cons<\/h4>\n            <ul class=\"icon-list icon-list--x-circle\">\n                                    <li>Not all savings accounts let you benefit from compound interest<\/li>\n                                    <li>It\u2019s best not to withdraw money from your account<\/li>\n                                    <li>Accounts that let you take advantage of compound interest might not pay the best rates<\/li>\n                            <\/ul>\n        <\/div>\n    <\/div>\n<h3>An overview of our savings accounts with compound interest comparison<\/h3><table class=\"i_infobox product_infobox\">\n<tbody>\n<tr>\n<th>Rates up to<\/th>\n<td class=\"i_infobox_data product_infobox_data\">\n8% AER\n<\/td>\n<\/tr>\n<tr>\n<th>Number of accounts<\/th>\n<td class=\"i_infobox_data product_infobox_data\">\n7,088\n<\/td>\n<\/tr>\n<tr>\n<th>Number of brands<\/th>\n<td class=\"i_infobox_data product_infobox_data\">\n206\n<\/td>\n<\/tr>\n<tr>\n<th>Minimum investment<\/th>\n<td class=\"i_infobox_data product_infobox_data\">\n\u00a30\n<\/td>\n<\/tr>\n<tr>\n<th>Maximum investment<\/th>\n<td class=\"i_infobox_data product_infobox_data\">\n\u00a350,000,000\n<\/td>\n<\/tr>\n<tr>\n<th>Opening options<\/th>\n<td class=\"i_infobox_data product_infobox_data\">\nBranch, website, mobile app, post, telephone<\/td>\n<\/tr>\n<\/tbody>\n<\/table><h3>Bottom line<\/h3><p>Compound interest can be a useful strategy to help your savings grow over time. However, to really benefit you\u2019ll need to avoid making withdrawals from your account and have the patience to let your savings grow over a number of years. <\/p><h3>Frequently asked questions<\/h3><ul class=\"luna-accordionGroup accordionGroup\"><li class=\"luna-accordion\" data-accordion=\"accordion\">\n  <div class=\"luna-accordion__summary\">\n    <h4 class=\"luna-accordion__heading\">\n      <button class=\"luna-accordion__action collapsed\" aria-expanded=\"false\" aria-controls=\"accordion0000000000\" data-toggle=\"collapse\" data-target=\"#accordion0000000000\">\n        <span class=\"luna-accordion__title\">What's the difference between AER and compound interest?<\/span>\n        <svg class=\"luna-icon\" aria-hidden=\"true\">\n          <use xlink:href=\"#chevron-down\" data-accordion-icon=\"show\"><\/use>\n          <use xlink:href=\"#chevron-up\" data-accordion-icon=\"hide\" class=\"is-hidden\"><\/use>\n        <\/svg>\n      <\/button>\n    <\/h4>\n  <\/div>\n  <div class=\"luna-accordion__details collapse\" aria-hidden=\"true\" id=\"accordion0000000000\" data-accordion=\"details\">\n    <div class=\"accordionContent\"><p>AER stands for annual equivalent rate and tells you how much your savings account will earn in a year if you deposit a lump sum at the time of opening and don\u2019t touch it for 12 months. Unlike the gross rate, the AER takes compound interest into account (if the savings account you\u2019re looking at offers it).<\/p><\/div>\n  <\/div>\n<\/li><li class=\"luna-accordion\" data-accordion=\"accordion\">\n  <div class=\"luna-accordion__summary\">\n    <h4 class=\"luna-accordion__heading\">\n      <button class=\"luna-accordion__action collapsed\" aria-expanded=\"false\" aria-controls=\"accordion0000000001\" data-toggle=\"collapse\" data-target=\"#accordion0000000001\">\n        <span class=\"luna-accordion__title\">Which rate should I look at when comparing savings accounts?<\/span>\n        <svg class=\"luna-icon\" aria-hidden=\"true\">\n          <use xlink:href=\"#chevron-down\" data-accordion-icon=\"show\"><\/use>\n          <use xlink:href=\"#chevron-up\" data-accordion-icon=\"hide\" class=\"is-hidden\"><\/use>\n        <\/svg>\n      <\/button>\n    <\/h4>\n  <\/div>\n  <div class=\"luna-accordion__details collapse\" aria-hidden=\"true\" id=\"accordion0000000001\" data-accordion=\"details\">\n    <div class=\"accordionContent\"><p>Using AER is the easiest way of comparing savings accounts. Whether your account pays compound interest or not, AER will tell you how much you\u2019ll have earned at the end of the year.<\/p><\/div>\n  <\/div>\n<\/li><li class=\"luna-accordion\" data-accordion=\"accordion\">\n  <div class=\"luna-accordion__summary\">\n    <h4 class=\"luna-accordion__heading\">\n      <button class=\"luna-accordion__action collapsed\" aria-expanded=\"false\" aria-controls=\"accordion0000000002\" data-toggle=\"collapse\" data-target=\"#accordion0000000002\">\n        <span class=\"luna-accordion__title\">Are my interest earnings taxed?<\/span>\n        <svg class=\"luna-icon\" aria-hidden=\"true\">\n          <use xlink:href=\"#chevron-down\" data-accordion-icon=\"show\"><\/use>\n          <use xlink:href=\"#chevron-up\" data-accordion-icon=\"hide\" class=\"is-hidden\"><\/use>\n        <\/svg>\n      <\/button>\n    <\/h4>\n  <\/div>\n  <div class=\"luna-accordion__details collapse\" aria-hidden=\"true\" id=\"accordion0000000002\" data-accordion=\"details\">\n    <div class=\"accordionContent\"><p>If your savings account is an ISA then you won\u2019t be taxed on the interest you earn. But if you use a non-ISA savings account, you will only be taxed if your interest exceeds your personal savings allowance. This is \u00a31,000 a year for basic-rate taxpayers, \u00a3500 for higher-rate taxpayers, and top taxpayers don\u2019t get an allowance at all. <\/p><\/div>\n  <\/div>\n<\/li><\/ul><div id=\"sources\" style=\"position: relative;\"><h3 style=\"position: absolute; width: 1px; height: 1px; padding: 0; margin: -1px; overflow: hidden; clip: rect(0,0,0,0); white-space: nowrap; border: 0;\">Sources<\/h3>\n<div id=\"lazy0000000000\"><\/div>\n<script type=\"application\/json\" id=\"lazyloaded-assets-json-lazy0000000000\" class=\"lazyloaded-assets-json\">{\"critical-scripts\":[],\"scripts\":[\"https:\\\/\\\/www.finder.com\\\/parent-theme\\\/shortcodes\\\/article-source\\\/prod\\\/article-source.de087a0da9824e407767.js\"],\"styles\":[\"https:\\\/\\\/www.finder.com\\\/parent-theme\\\/shortcodes\\\/article-source\\\/prod\\\/article-source.87684078d471e76125dd.css\"]}<\/script><\/div><article class=\"luna-card luna-card--alt\"><div class=\"luna-card__block has-padding-small\">We show offers we can track - that's not every product on the market...yet. Unless we've said otherwise, products are in no particular order. The terms \"best\", \"top\", \"cheap\" (and variations of these) aren't ratings, though we always explain what's great about a product when we highlight it. This is subject to our <a href=\"https:\/\/www.finder.com\/uk\/terms-of-use\" class=\"fin-text-navy\">terms of use<\/a>. When you make major financial decisions, consider getting independent financial advice. Always consider your own circumstances when you compare products so you get what's right for you. Most of the data in Finder's comparison tables is provided by Defaqto. In other cases, Finder has sourced data directly from providers.<\/div><\/article>","protected":false},"excerpt":{"rendered":"<p>We look at the definition of compound interest, what it concretely means and how you can use it to grow your savings more quickly.<\/p>\n","protected":false},"author":653,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_yoast_wpseo_focuskw":"Savings Accounts compound interest","_yoast_wpseo_title":"Best savings accounts with compound interest: Up to [nb:highest-value niche_code=\"UKFSA-SAV\" record_type=\"PRODUCT\" field=\"MONEYFACTS.RATE1_GROSSAER\" record_set_id=\"71f5f856-6db7-4459-a3b1-c5adbcc219e6\" decorated=\"true\"]","_yoast_wpseo_metadesc":"We look at the definition of compound interest, what it concretely means and how you can use it to grow your savings more 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