{"id":109166,"date":"2018-05-21T20:02:27","date_gmt":"2018-05-21T19:02:27","guid":{"rendered":"https:\/\/www.finder.com\/uk\/?p=109166"},"modified":"2025-07-01T09:31:01","modified_gmt":"2025-07-01T08:31:01","slug":"2000-loan","status":"publish","type":"post","link":"https:\/\/www.finder.com\/uk\/personal-loans\/2000-loan","title":{"rendered":"Compare \u00a32,000 loans"},"content":{"rendered":"<article class=\"luna-card luna-card--alt\"><div class=\"luna-card__block text-center has-padding-small\"><p class=\"has-margin-bottom-xxsmall\">Please note: You should always refer to your loan agreement for exact repayment amounts as they may vary from our results.<\/p><p>Late repayments can cause you serious money problems. See our <a href=\"https:\/\/www.finder.com\/uk\/debt\" class=\"fin-text-navy\">debt help<\/a> guides.<\/p><\/div><\/article><p>This guide will help you to compare the best \u00a32,000 loans available in the UK and we&#8217;ve created a number of tools to help you check if you will be eligible for the loan. Use our eligibility checker tool which gives you a much more personalised experience and gives a more specific answer as to the likelihood of your loan application being accepted. <\/p><h3>3 steps to find the right \u00a32,000 loan for you<\/h3><p>By personal loan standards, a \u00a32,000 loan isn&#8217;t huge, but the range of interest rates lenders offer on these loans <em>is<\/em>. That means it&#8217;s important to make sure you only apply for loans offering the most competitive rates available to you, and which you&#8217;re confident you&#8217;ll get approved for. <\/p><p>Frustratingly, some of the big high-street banks aren&#8217;t interested in lending lower sums, and as such, reserve their most competitive rates for larger loans that they deem worth the admin. To identify the cheapest way to borrow, you should also consider <a href=\"#alternatives\" class=\"scroll\">alternative options<\/a> such as a credit card. <\/p><p>There are a number of things to keep in mind when comparing your options:<\/p><ol><li><strong>First off, consider if a personal loan is the best option.<\/strong> Some credit cards offer <a href=\"https:\/\/www.finder.com\/uk\/credit-cards\/0-purchase-credit-cards\">0% interest on purchases<\/a> for a number of months. If you can get approved and the card issuer is willing to offer you a credit limit of \u00a32,000 or more (credit limits are based on the card issuer&#8217;s assessment of your circumstances), and if you have the self-discipline to repay the debt before the 0% period expires without using the card for anything else (yes, that&#8217;s a lot of ifs), then a credit card could well be a cheaper option.<\/li><li><strong>If you&#8217;re set on a loan, don&#8217;t hit &#8220;apply&#8221; without being confident you&#8217;ll get approved.<\/strong> Almost all lenders now let you check your eligibility before you apply, without affecting your credit score.<\/li><li><strong>Use a good broker or &#8220;loan matching service&#8221; to check your eligibility with multiple lenders in one go.<\/strong> This could save you time and disappointment, and protect your credit score too. You&#8217;ll need to enter a few basic details about yourself in order for the service to run a &#8220;soft search&#8221; of your credit file and run live checks with a panel of lenders. You&#8217;ll then be able to compare pre-approved rates, rather than the headline-grabbing representative APRs that lenders only offer to certain customers and on certain loan amounts.<\/li><\/ol><h3>How should I compare \u00a32,000 loans?<\/h3><p>Here are some of the key factors you&#8217;ll want to consider when shopping around for the right personal loan:<\/p><ul class=\"list-10\"><li><strong>Total amount payable.<\/strong> Don&#8217;t fall into the trap of paying attention to the rate and not the overall cost. Aim to keep instalments affordable and the total cost as low as possible.<\/li><li><strong>Loan durations.<\/strong> Usually the length of the loan will be determined by how much you can afford to pay each month. Loans of 1-7 years are the norm, although a few lenders offer 6-month terms.<\/li><li><strong>Eligibility.<\/strong> Never apply for a loan until you&#8217;ve checked the eligibility criteria. As well as wasting your own time, each loan application will be visible in your credit report \u2013 too many of these, and you&#8217;re likely to put off prospective lenders.<\/li><li><strong>Rates.<\/strong> Lenders refer to their loan&#8217;s &#8220;Representative APR&#8221; but are actually only obliged to award this rate to 51% of those who take out the loan. The other 49% could be given a higher rate. Lenders will normally give you a more accurate quote, plus your likelihood of approval, when you give them a few more details about yourself, including your address, bank account details and salary. This process can involve a credit check, but should not affect your credit rating.<\/li><li><strong>Fees.<\/strong> Although set-up\/product fees are increasingly rare, it&#8217;s worth checking this for the loans that you&#8217;re considering.<\/li><li><strong>Turnaround time.<\/strong> The time it takes to get your loan approved and for it to arrive into your bank account will differ between lenders. Make sure the lender you apply with can get your loan amount to you when you need it.<\/li><li><strong>Early repayment.<\/strong> While lenders will not normally penalise you for paying back some or all of the loan early, that doesn\u2019t necessarily mean that doing so will save you money in interest. You could be charged one or even two months&#8217; interest to settle your loan early, so if early repayment is on the cards, or if you plan to try to overpay a little each month, check the terms to see how much this would actually benefit you.<\/li><\/ul><h3>\u00a32,000 loan illustrations<\/h3><p>Borrowing for longer usually brings monthly repayments down to more affordable levels. However it also pushes up the total cost of borrowing, making it important to secure a competitive rate. Here are some examples of \u00a32,000 loans at varying rates and loan durations.<\/p><table class=\"luna-table luna-table--responsiveList\"><thead class=\"luna-table__header\"><tr><th scope=\"col\"><\/th><th scope=\"col\">Interest rate of 5.0% fixed p.a.<\/th><th scope=\"col\">Interest rate of 10.0% fixed p.a.<\/th><th scope=\"col\">Interest rate of 25.0% fixed p.a.<\/th><\/tr><\/thead><tbody class=\"luna-table__body\"><tr><th scope=\"row\">1 year term<\/th><td data-title=\"at 5% fixed p.a.\">\u00a3171.21 monthly,<br \/>\u00a32,054.58 overall.<\/td><td data-title=\"at 10% fixed p.a.\">\u00a3175.83 monthly,<br \/>\u00a32,109.98 overall.<\/td><td data-title=\"at 25% fixed p.a.\">\u00a3190.09 monthly,<br \/>\u00a32,281.06 overall.<\/td><\/tr><tr><th scope=\"row\">2 year term<\/th><td data-title=\"at 5% fixed p.a.\">\u00a387.74 monthly,<br \/>\u00a32,105.83 overall.<\/td><td data-title=\"at 10% fixed p.a.\">\u00a392.29 monthly,<br \/>\u00a32,214.96 overall.<\/td><td data-title=\"at 25% fixed p.a.\">\u00a3106.74 monthly,<br \/>\u00a32,561.83 overall.<\/td><\/tr><tr><th scope=\"row\">3 year term<\/th><td data-title=\"at 5% fixed p.a.\">\u00a359.94 monthly,<br \/>\u00a32,157.90 overall.<\/td><td data-title=\"at 10% fixed p.a.\">\u00a364.53 monthly,<br \/>\u00a32,323.24 overall.<\/td><td data-title=\"at 25% fixed p.a.\">\u00a379.52 monthly,<br \/>\u00a32,862.71 overall.<\/td><\/tr><\/tbody><\/table><h3>How do the repayments work on a \u00a32,000 loan?<\/h3><p>Usually, you&#8217;ll make monthly payments on or just after your payday, by direct debit. With a fixed-rate loan, you&#8217;ll pay the same amount every month, and you&#8217;ll know in advance what the loan is going to cost you overall.<\/p><p>Below is an example of a \u00a32,000 loan over 2 years at a fixed rate of 12%. Each bar represents a \u00a393.58 monthly payment, and you can click\/hover to see details of each. At the start of the loan, a sizeable proportion of the monthly repayment is servicing the interest that has accrued, while towards the end of the loan very little interest is accruing.<\/p><div><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" viewBox=\"0 0 800 300\" onmousemove=\"illustrationmove(evt)\"><rect class=\"loanbar\" x=\"8.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"1\" value=\"1925.4\" data-value=\"93.58\" data-interest=\"18.98\"><\/rect><rect class=\"loanbar\" x=\"41.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"2\" value=\"1850.09\" data-value=\"93.58\" data-interest=\"18.27\"><\/rect><rect class=\"loanbar\" x=\"75.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"3\" value=\"1774.06\" data-value=\"93.58\" data-interest=\"17.56\"><\/rect><rect class=\"loanbar\" x=\"108.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"4\" value=\"1697.32\" data-value=\"93.58\" data-interest=\"16.83\"><\/rect><rect class=\"loanbar\" x=\"141.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"5\" value=\"1619.84\" data-value=\"93.58\" data-interest=\"16.11\"><\/rect><rect class=\"loanbar\" x=\"175.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"6\" value=\"1541.63\" data-value=\"93.58\" data-interest=\"15.37\"><\/rect><rect class=\"loanbar\" x=\"208.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"7\" value=\"1462.68\" data-value=\"93.58\" data-interest=\"14.63\"><\/rect><rect class=\"loanbar\" x=\"241.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"8\" value=\"1382.98\" data-value=\"93.58\" data-interest=\"13.88\"><\/rect><rect class=\"loanbar\" x=\"275.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"9\" value=\"1302.52\" data-value=\"93.58\" data-interest=\"13.12\"><\/rect><rect class=\"loanbar\" x=\"308.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"10\" value=\"1221.3\" data-value=\"93.58\" data-interest=\"12.36\"><\/rect><rect class=\"loanbar\" x=\"341.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"11\" value=\"1139.31\" data-value=\"93.58\" data-interest=\"11.59\"><\/rect><rect class=\"loanbar\" x=\"375.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"12\" value=\"1056.54\" data-value=\"93.58\" data-interest=\"10.81\"><\/rect><rect class=\"loanbar\" x=\"408.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"13\" value=\"972.99\" data-value=\"93.58\" data-interest=\"10.03\"><\/rect><rect class=\"loanbar\" x=\"441.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"14\" value=\"888.64\" data-value=\"93.58\" data-interest=\"9.23\"><\/rect><rect class=\"loanbar\" x=\"475.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"15\" value=\"803.49\" data-value=\"93.58\" data-interest=\"8.43\"><\/rect><rect class=\"loanbar\" x=\"508.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"16\" value=\"717.53\" data-value=\"93.58\" data-interest=\"7.62\"><\/rect><rect class=\"loanbar\" x=\"541.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"17\" value=\"630.76\" data-value=\"93.58\" data-interest=\"6.81\"><\/rect><rect class=\"loanbar\" x=\"575.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"18\" value=\"543.17\" data-value=\"93.58\" data-interest=\"5.99\"><\/rect><rect class=\"loanbar\" x=\"608.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"19\" value=\"454.74\" data-value=\"93.58\" data-interest=\"5.15\"><\/rect><rect class=\"loanbar\" x=\"641.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"20\" value=\"365.48\" data-value=\"93.58\" data-interest=\"4.31\"><\/rect><rect class=\"loanbar\" x=\"675.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"21\" value=\"275.37\" data-value=\"93.58\" data-interest=\"3.47\"><\/rect><rect class=\"loanbar\" x=\"708.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"22\" value=\"184.4\" data-value=\"93.58\" data-interest=\"2.61\"><\/rect><rect class=\"loanbar\" x=\"741.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"23\" value=\"92.57\" data-value=\"93.58\" data-interest=\"1.75\"><\/rect><rect class=\"loanbar\" x=\"775.5\" y=\"0\" width=\"17\" height=\"200\" style=\"fill:#e3e5e8;\" name=\"24\" value=\"0\" data-value=\"93.58\" data-interest=\"0.88\"><\/rect><rect class=\"loanbar\" x=\"8.5\" y=\"41\" width=\"17\" height=\"159\" style=\"fill:#1591fe;\" name=\"1\" value=\"1925.4\" data-value=\"93.58\" data-interest=\"18.98\"><\/rect><rect class=\"loanbar\" x=\"41.5\" y=\"39\" width=\"17\" height=\"161\" style=\"fill:#1591fe;\" name=\"2\" value=\"1850.09\" data-value=\"93.58\" data-interest=\"18.27\"><\/rect><rect class=\"loanbar\" x=\"75.5\" y=\"38\" width=\"17\" height=\"162\" style=\"fill:#1591fe;\" name=\"3\" value=\"1774.06\" data-value=\"93.58\" data-interest=\"17.56\"><\/rect><rect class=\"loanbar\" x=\"108.5\" y=\"36\" width=\"17\" height=\"164\" style=\"fill:#1591fe;\" name=\"4\" value=\"1697.32\" data-value=\"93.58\" data-interest=\"16.83\"><\/rect><rect class=\"loanbar\" x=\"141.5\" y=\"34\" width=\"17\" height=\"166\" style=\"fill:#1591fe;\" name=\"5\" value=\"1619.84\" data-value=\"93.58\" data-interest=\"16.11\"><\/rect><rect class=\"loanbar\" x=\"175.5\" y=\"33\" width=\"17\" height=\"167\" style=\"fill:#1591fe;\" name=\"6\" value=\"1541.63\" data-value=\"93.58\" data-interest=\"15.37\"><\/rect><rect class=\"loanbar\" x=\"208.5\" y=\"31\" width=\"17\" height=\"169\" style=\"fill:#1591fe;\" name=\"7\" value=\"1462.68\" data-value=\"93.58\" data-interest=\"14.63\"><\/rect><rect class=\"loanbar\" x=\"241.5\" y=\"30\" width=\"17\" height=\"170\" style=\"fill:#1591fe;\" name=\"8\" value=\"1382.98\" data-value=\"93.58\" data-interest=\"13.88\"><\/rect><rect class=\"loanbar\" x=\"275.5\" y=\"28\" width=\"17\" height=\"172\" style=\"fill:#1591fe;\" name=\"9\" value=\"1302.52\" data-value=\"93.58\" data-interest=\"13.12\"><\/rect><rect class=\"loanbar\" x=\"308.5\" y=\"26\" width=\"17\" height=\"174\" style=\"fill:#1591fe;\" name=\"10\" value=\"1221.3\" data-value=\"93.58\" data-interest=\"12.36\"><\/rect><rect class=\"loanbar\" x=\"341.5\" y=\"25\" width=\"17\" height=\"175\" style=\"fill:#1591fe;\" name=\"11\" value=\"1139.31\" data-value=\"93.58\" data-interest=\"11.59\"><\/rect><rect class=\"loanbar\" x=\"375.5\" y=\"23\" width=\"17\" height=\"177\" style=\"fill:#1591fe;\" name=\"12\" value=\"1056.54\" data-value=\"93.58\" data-interest=\"10.81\"><\/rect><rect class=\"loanbar\" x=\"408.5\" y=\"21\" width=\"17\" height=\"179\" style=\"fill:#1591fe;\" name=\"13\" value=\"972.99\" data-value=\"93.58\" data-interest=\"10.03\"><\/rect><rect class=\"loanbar\" x=\"441.5\" y=\"20\" width=\"17\" height=\"180\" style=\"fill:#1591fe;\" name=\"14\" value=\"888.64\" data-value=\"93.58\" data-interest=\"9.23\"><\/rect><rect class=\"loanbar\" x=\"475.5\" y=\"18\" width=\"17\" height=\"182\" style=\"fill:#1591fe;\" name=\"15\" value=\"803.49\" data-value=\"93.58\" data-interest=\"8.43\"><\/rect><rect class=\"loanbar\" x=\"508.5\" y=\"16\" width=\"17\" height=\"184\" style=\"fill:#1591fe;\" name=\"16\" value=\"717.53\" data-value=\"93.58\" data-interest=\"7.62\"><\/rect><rect class=\"loanbar\" x=\"541.5\" y=\"15\" width=\"17\" height=\"185\" style=\"fill:#1591fe;\" name=\"17\" value=\"630.76\" data-value=\"93.58\" data-interest=\"6.81\"><\/rect><rect class=\"loanbar\" x=\"575.5\" y=\"13\" width=\"17\" height=\"187\" style=\"fill:#1591fe;\" name=\"18\" value=\"543.17\" data-value=\"93.58\" data-interest=\"5.99\"><\/rect><rect class=\"loanbar\" x=\"608.5\" y=\"11\" width=\"17\" height=\"189\" style=\"fill:#1591fe;\" name=\"19\" value=\"454.74\" data-value=\"93.58\" data-interest=\"5.15\"><\/rect><rect class=\"loanbar\" x=\"641.5\" y=\"9\" width=\"17\" height=\"191\" style=\"fill:#1591fe;\" name=\"20\" value=\"365.48\" data-value=\"93.58\" data-interest=\"4.31\"><\/rect><rect class=\"loanbar\" x=\"675.5\" y=\"7\" width=\"17\" height=\"193\" style=\"fill:#1591fe;\" name=\"21\" value=\"275.37\" data-value=\"93.58\" data-interest=\"3.47\"><\/rect><rect class=\"loanbar\" x=\"708.5\" y=\"6\" width=\"17\" height=\"194\" style=\"fill:#1591fe;\" name=\"22\" value=\"184.4\" data-value=\"93.58\" data-interest=\"2.61\"><\/rect><rect class=\"loanbar\" x=\"741.5\" y=\"4\" width=\"17\" height=\"196\" style=\"fill:#1591fe;\" name=\"23\" value=\"92.57\" data-value=\"93.58\" data-interest=\"1.75\"><\/rect><rect class=\"loanbar\" x=\"775.5\" y=\"2\" width=\"17\" height=\"198\" style=\"fill:#1591fe;\" name=\"24\" value=\"0\" data-value=\"93.58\" data-interest=\"0.88\"><\/rect><polyline points=\"0,0 33,7 67,15 100,23 133,30 167,38 200,46 233,54 267,62 300,70 333,78 367,86 400,94 433,103 467,111 500,120 533,128 567,137 600,146 633,155 667,163 700,172 733,182 767,191 800,200                                    \" style=\"fill:none;stroke:#6c7881;stroke-width:1\"><\/polyline><text class=\"clss-4\" transform=\"translate(0 213)\" text-anchor=\"start\">Repayment 1<\/text><text class=\"clss-4\" transform=\"translate(800 213)\" text-anchor=\"end\">Repayment 24<\/text><rect x=\"0\" y=\"226\" width=\"12\" height=\"12\" style=\"fill:#e3e5e8;\"><\/rect><text class=\"clss-4\" transform=\"translate(16 236)\" text-anchor=\"start\">Interest proportion of repayment<\/text><rect x=\"0\" y=\"250\" width=\"12\" height=\"12\" style=\"fill:#1591fe;\"><\/rect><text class=\"clss-4\" transform=\"translate(16 260)\" text-anchor=\"start\">Capital proportion of repayment<\/text><polyline points=\"0,280 12,280\" style=\"fill:none;stroke:#6c7881;stroke-width:1\"><\/polyline><text class=\"clss-4\" transform=\"translate(16 284)\" text-anchor=\"start\">Outstanding loan balance<\/text><\/svg><\/div><div><svg id=\"label\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 60 60\"><path id=\"fromright\" class=\"clss-2\" d=\"M30,0a30,30,0,0,0,0,60H60V30A30,30,0,0,0,30,0Z\" \/><path id=\"fromleft\" class=\"clss-2\" d=\"M30,0A30,30,0,0,0,0,30V60H30A30,30,0,0,0,30,0Z\" \/><text id=\"repaymentnumber\" class=\"clss-5\" transform=\"translate(9 20)\">Repayment<\/text><text id=\"repaymentamount\" class=\"clss-5\" transform=\"translate(9 28)\">Amount<\/text><text id=\"repaymentinterest\" class=\"clss-5\" transform=\"translate(9 36)\">Interest<\/text><text id=\"outstandingtext\" class=\"clss-5\" transform=\"translate(9 44)\">Outstanding:<\/text><text id=\"repaymentoutstanding\" class=\"clss-5\" transform=\"translate(9 52)\">Capital<\/text><\/svg><\/div><h3 id=\"alternatives\">Are there alternative options?<\/h3><p>There are obviously a few different ways to get your hands on \u00a32,000 \u2013 you could borrow from a friend or family member, for example, or even sell assets.<\/p><p>Getting a <a href=\"https:\/\/www.finder.com\/uk\/credit-cards\">credit card<\/a> normally takes a little longer (typically 2-3 weeks) than a personal loan (typically 1-3 days), and can be harder to get approved for. They&#8217;re also an ongoing, flexible form of credit, with low minimum monthly repayments \u2013 so they require self-discipline if you actually want to clear debt without it costing you the earth. However, the good news is that many cards come with long <a href=\"https:\/\/www.finder.com\/uk\/credit-cards\/0-purchase-credit-cards\">0% interest periods on purchases<\/a> or <a href=\"https:\/\/www.finder.com\/uk\/credit-cards\/balance-transfer-credit-cards\">balance transfers<\/a>, so, if you&#8217;re organised and you can get approved for one, they can be a smart way to borrow. With a credit card, you&#8217;ll normally only pay interest for the money you spend, from the day you spend it, as opposed to having to decide a lump sum to borrow upfront.<\/p><p>You could also consider talking to your bank about extending your arranged overdraft. Realistically, this will normally only work out cheaper if you can repay the money very quickly. If your bank&#8217;s happy to do so, this is likely to be a speedy option and you should only have to pay interest for the days on which you use the overdraft. Your bank should be able to give you a clear idea of costs, which you can compare against a personal loan. If you&#8217;re not happy with the deal they offer you, you may decide to <a href=\"https:\/\/www.finder.com\/uk\/current-accounts\">switch your current account<\/a> to another financial institution with a better deal.<\/p><h3>Tips for making a successful \u00a32,000 loan application<\/h3><ul class=\"list-1\"><li><strong>Work out what you can afford.<\/strong> It&#8217;s important that you have a fair idea of what your repayments will look like before you apply for your \u00a32,000 loan. Once you know how much you have to repay, take into account your existing salary and expenses and then determine if you can afford to make the repayments. If you&#8217;re confident the loan is comfortably affordable, there&#8217;s a good chance that a lender would reach the same conclusion.<\/li><li><strong>Check the eligibility criteria.<\/strong> On each finder.com loan review page, you&#8217;ll find a list of eligibility criteria you need to meet in order to be approved for the loan. This will also be available on the lender&#8217;s site. Take some time to go through these before applying. If you have doubts about any part, you can always call the lender. If you&#8217;re not eligible, don&#8217;t apply \u2013 applications are visible in your credit history \u2013 too many of these in a short space of time and you&#8217;ll put off the lenders.<\/li><li><strong>Get to know your credit report.<\/strong> It&#8217;s a good idea to get a free copy of your credit report online before you apply. Understanding of your credit history will put you in a better position to know what loans you can and can&#8217;t apply for.<\/li><li><strong>Limit your applications.<\/strong> Every time you apply for a loan, it counts as an inquiry on your credit report. Submitting too many applications can negatively affect your credit score, or could give the impression of financial difficulties to a prospective lender.<\/li><\/ul><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 happens after I submit my application?<\/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\">At this point lenders will normally want to check that the loan is affordable, based on information you have provided plus information from credit reference agencies. If they deem the loan to be affordable, and are satisfied that you&#8217;ll repay the loan, they&#8217;ll make you a loan offer. Read through this carefully. When you accept the offer, the lender will then action the drawing down of funds.<\/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\">How long does it take?<\/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\">British banks can be notoriously slow, but should at least be upfront about how long the process will take. Expect this to vary between lenders, with the fastest taking a matter of minutes and the slowest taking 2-3 working days. If it&#8217;s important to you, factor the turnaround times into your comparison.<\/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\">Can I repay my loan early?<\/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\">It is usually possible to repay your loan early, or to overpay, without penalty. However, this doesn&#8217;t guarantee that you&#8217;ll save money in interest. Many lenders charge one or two months&#8217; additional interest on sums paid early. The lender&#8217;s early-repayment policies will be clearly outlined in the product terms, so if you hope to make overpayments on your loan, or to clear it early, check the terms of the products you&#8217;re considering and factor these into your comparison.<\/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=\"accordion0000000003\" data-toggle=\"collapse\" data-target=\"#accordion0000000003\">\n        <span class=\"luna-accordion__title\">How can I prevent and protect myself from personal loan fraud?<\/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=\"accordion0000000003\" data-accordion=\"details\">\n    <div class=\"accordionContent\">As with any online service, you do expose yourself to potential fraud. Our experts have put together a <a href=\"https:\/\/www.finder.com\/uk\/personal-loans\/personal-loan-scams\">guide<\/a> of our top tips on how to spot a personal loan scam and what to do if you do get scammed.<\/div>\n  <\/div>\n<\/li><\/ul><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>Compare \u00a32,000 fixed-rate personal loans from popular lenders and learn how to give your application the best chances of success.<\/p>\n","protected":false},"author":195,"featured_media":109180,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"apple_news_api_created_at":"","apple_news_api_id":"","apple_news_api_modified_at":"","apple_news_api_revision":"","apple_news_api_share_url":"","apple_news_cover_media_provider":"image","apple_news_coverimage":0,"apple_news_coverimage_caption":"","apple_news_cover_video_id":0,"apple_news_cover_video_url":"","apple_news_cover_embedwebvideo_url":"","apple_news_is_hidden":"","apple_news_is_paid":"","apple_news_is_preview":"","apple_news_is_sponsored":"","apple_news_maturity_rating":"","apple_news_metadata":"\"\"","apple_news_pullquote":"","apple_news_pullquote_position":"","apple_news_slug":"","apple_news_sections":[],"apple_news_suppress_video_url":false,"apple_news_use_image_component":false,"footnotes":""},"categories":[2603],"tags":[],"asset_tag":[],"class_list":["post-109166","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-personal-loans"],"apple_news_notices":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v24.9 (Yoast SEO v24.9) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>\u00a32,000 loan - Compare rates for good or bad credit<\/title>\n<meta name=\"description\" content=\"A \u00a32,000 fixed-rate personal loan could let you spread the cost of a purchase over monthly instalments. 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