{"id":7426,"date":"2021-06-02T22:36:19","date_gmt":"2021-06-02T20:36:19","guid":{"rendered":"https:\/\/nubis.cloud\/?p=7426"},"modified":"2022-12-03T06:29:28","modified_gmt":"2022-12-03T05:29:28","slug":"you-should-prefer-to-do-compounding-weekly-or","status":"publish","type":"post","link":"https:\/\/nubis.cloud\/?p=7426","title":{"rendered":"You should prefer to do compounding weekly or monthly in forex."},"content":{"rendered":"<p>To use this compounding interest calculator effectively to maximize profit from forex trading, apply compounding to net profit after one week . I will recommend you to not do compounding daily or per trade because if you are  winning one trade, maybe you lose the next two trades. You should prefer to do compounding weekly or monthly in forex.<\/p>\n<p>This is because you will earn more money on your initial balance than you started. This is often the case with some bitcoin and crypto currency trading platforms. When interest <a href=\"https:\/\/zenodo.org\/record\/5171825\">https:\/\/zenodo.org\/record\/5171825<\/a> is compounded so frequently on a fixed basis, it can mean that the interest accrued increases quickly, as every day&#8217;s interest figure is bigger than the previous day.<\/p>\n<h2>More Free Tools Brought to you by Switch Markets<\/h2>\n<p>Second thing you need to do to compound money fast is to use a shorter time period. Time period defines how fast you will use percentage growth. Forex Compounding Calculator is thetoolthatcalculatestheprofitof next trade <a href=\"https:\/\/www.forex.com\/\" rel=\"nofollow\">https:\/\/www.forex.com\/<\/a> withprofit addedfrom previous trade to the initial account balance. To calculate the profits from your foreign exchange trading, over a number of periods with a set gain percentage please follow the steps below.<\/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=\"302px\" alt=\"forex compound calculator\"\/><\/p>\n<p>Learn about this controversial order execution method. Determine significant support and resistance levels with the help of pivot points. From basic trading terms to trading jargon, you can find the explanation for a long list of trading terms here.<\/p>\n<h3>Automated Trading<\/h3>\n<p>You might not understand it today, but if you have a savings account, it is most likely that your bank or financial institution provides compound interest rates. An account can compound in the stock market by reinvesting dividends, while you can reinvest your profit in the forex market. If you save and invest over a long period of time, compounding can help you reach your financial goals.<\/p>\n<ul>\n<li>The compound interest definition is earning interest on both your original money and the money you save.<\/li>\n<li>Using our compound interest calculator, $5,000,000 invested in a fixed deferred annuity can earn up to $167,740 per year in interest over five years.<\/li>\n<li>This takes time, skills and effort to master the technique of increasing your income.<\/li>\n<li>Compounding of profits will give you profit on the initial investment, and it is also on the amount which is reinvested.<\/li>\n<\/ul>\n<p>We believe that versatile financial services require versatility in thinking and a unified policy of business principles. Save money with Wise on investing in different currencies.<\/p>\n<h3>How much is $1000 worth at the end of 2 years if the interest rate of 6% is compounded daily?<\/h3>\n<p>In the stock market, an account can compound through the reinvestment of dividends while in the forex market, you can reinvest your profits. All trading related information on the Dukascopy website is not intended to solicit residents of Belgium, Israel, Russian Federation, Canada (including Qu\u00e9bec) and the UK. In general, this website is not intended to solicit visitors to <a href=\"https:\/\/worldfinancialreview.com\/comparison-of-the-best-online-brokers-dotbig-and-etoro\/\">forex compound calculator<\/a> engage in trading activities. Leveraged margin trading and binary options entail a high risk of losing money rapidly. Financial planners use compound interest calculators to help clients plan for retirement and other financial goals. We are clarifying the differences of forex trading with or without reinvesting. It helps to determine how often we should reinvest the profit.<\/p>\n<h2>How do I calculate pip size for a lot?<\/h2>\n<p>Our currency converter enables you to convert to and from various currencies by using live currency rates. Forex trading involves significant risk  of loss and is not suitable for all investors. Aside from forex brokers who \u201cA-Book\u201d or \u201cB-Book\u201d, you might also come across the term \u201cC-Book\u201d.<\/p>\n<p>Reinvestment policy is one of the most frequent questions that is being asked in Forex. Suppose, After a fixed period interest on the deposit is paid, then you will know the profit amount after each Forex transaction.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>To use this compounding interest calculator effectively to maximize profit from forex trading, apply compounding to net profit after one week . I will recommend you to not do compounding daily or per trade because if you are winning one trade, maybe you lose the next two trades. You should prefer to do compounding weekly [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":""},"categories":[2378],"tags":[],"_links":{"self":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/7426"}],"collection":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7426"}],"version-history":[{"count":1,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/7426\/revisions"}],"predecessor-version":[{"id":7427,"href":"https:\/\/nubis.cloud\/index.php?rest_route=\/wp\/v2\/posts\/7426\/revisions\/7427"}],"wp:attachment":[{"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7426"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7426"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nubis.cloud\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7426"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}