{"id":1333,"date":"2022-12-26T15:21:12","date_gmt":"2022-12-26T15:21:12","guid":{"rendered":"https:\/\/uniquelines.co\/?p=1333"},"modified":"2023-03-05T00:01:50","modified_gmt":"2023-03-05T00:01:50","slug":"what-percentage-of-forex-traders-are-successful","status":"publish","type":"post","link":"https:\/\/uniquelines.co\/?p=1333","title":{"rendered":"What Percentage Of Forex Traders Are Successful"},"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;\">Contents:<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Failure To Manage Risk<\/a><\/li>\n<li><a href=\"#toc-1\">Powerful Techniques to Determine Forex Trend Strength in 2023<\/a><\/li>\n<li><a href=\"#toc-2\">Trading platforms<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/forexarena.net\/wp-content\/uploads\/2020\/07\/BlackBull-Markets-Review-1280x720-1-275x145.jpg\" width=\"304px\" alt=\"what percentage of forex traders are successful\"\/><\/p>\n<p>During that period, he turned $12,000 into $250,000, but he lost the entire <a href=\"https:\/\/trading-market.org\/\">https:\/\/trading-market.org\/<\/a> due to a terrible trading mistake. In 1954, upon graduating with his MA degree from the London School of Economics, Soros began his trading career by taking merchant banking positions in the US and UK. And from there, his remarkable trading career began to take off. You may have seen YouTube videos where a guy blabs on getting super rich from trading currencies.<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"successful trader\"\/><\/p>\n<p>Now, you decide that you are only going to <a href=\"https:\/\/forexarena.net\/\">https:\/\/forexarena.net\/<\/a> 1% of that account per trade. A 1% risk of $10k is $100 USD, and therefore you are only risking 1% at any given time, and you could potentially earn the 30% growth by never risking more than $100 at one time. Leverage in trading is an excellent way to maximize gains. And risk can be managed fairly well if you have the discipline. That is the problem though, most people do not have the discipline.<\/p>\n<h2 id=\"toc-0\">Failure To Manage Risk<\/h2>\n<p>You can\u00e2\u20ac\u2122t expect to achieve Forex success if you give up, and you can\u00e2\u20ac\u2122t expect to persevere if you don\u00e2\u20ac\u2122t have a passion for trading. \u00e2\u20ac\u0153It\u00e2\u20ac\u2122s not whether you\u00e2\u20ac\u2122re right or wrong, but how much money you make when you\u00e2\u20ac\u2122re right and how much you lose when you\u00e2\u20ac\u2122re wrong\u00e2\u20ac\u009d. It\u00e2\u20ac\u2122s about maximizing the amount of money made on wins and minimizing the amount of money lost on losers. Instead of seeing a loss as a reason to hop back in the market, take it as a signal to look at what you could have done differently. It\u00e2\u20ac\u2122s just your ego drawing you into one of the most common and costly traps in the Forex market.<\/p>\n<div style='border: grey dashed 1px;padding: 15px;'>\n<h3>If You&#8217;re Day Trading, You Will Probably Lose Money: Here&#8217;s Why &#8211; Markets Insider<\/h3>\n<p>If You&#8217;re Day Trading, You Will Probably Lose Money: Here&#8217;s Why.<\/p>\n<p>Posted: Fri, 30 Jul 2021 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMieGh0dHBzOi8vbWFya2V0cy5idXNpbmVzc2luc2lkZXIuY29tL25ld3Mvc3RvY2tzL2lmLXlvdS1yZS1kYXktdHJhZGluZy15b3Utd2lsbC1wcm9iYWJseS1sb3NlLW1vbmV5LWhlcmUtcy13aHktMTAzMDY2Nzc3MNIBAA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p>By percentages, Marcus is possibly the most successful forex commodities trader of all time. Knowing about the risk\/reward ratio will definitely improve your chances of becoming profitable in the long run, and setting stop-loss and limit orders that protect your capital. The Foreign Exchange markets are volatile, so it\u00e2\u20ac\u2122s better to trade \u00e2\u20ac\u0153conservative amounts\u00e2\u20ac\u009d from your disposable income. If you can\u00e2\u20ac\u2122t afford to lose the money you\u00e2\u20ac\u2122re trading, then, unfortunately, trading is not for you. Get familiar with the latest Forex trading strategies, develop and improve your trading plan. Following this simple instruction will allow you to be satisfied with your trading performance.<\/p>\n<h2 id=\"toc-1\">Powerful Techniques to Determine Forex Trend Strength in 2023<\/h2>\n<p>So even if you are developing a strategy based on indicators, it would behoove you to learn about price action. If nothing else, it will provide a solid foundation from which you can design and develop other strategies. Different providers have different proportions of profitable and unprofitable  traders. These differences can give you valuable information about the average level of fees a provider charges, as well as the efficiency of their execution. You should have the discipline to stick to your plan as events unfold.<\/p>\n<p>It is not to say that other personality types cannot find <a href=\"https:\/\/forexaggregator.com\/\">https:\/\/forexaggregator.com\/<\/a>, but it will require a lot of work in order to for them see any improvement with their trading. Don\u00e2\u20ac\u2122t listen to others talking about outlandish success or devastating failure. Focus on implementing your strategies and improving your problem areas. Of the 400 remaining, 30 are doing well, 70 are profitable, and the other 300 are losing money to various degrees, but still have their account open.<\/p>\n<h2 id=\"toc-2\">Trading platforms<\/h2>\n<p>That\u00e2\u20ac\u2122s the only trade you would have to make that month in order to gain what you would be averaging what you could be earning in the real estate sector. Nial Fuller is a professional trader, author &#038; coach who is considered \u00e2\u20ac\u02dcThe Authority\u00e2\u20ac\u2122 on Price Action Trading. He has taught over 25,000 students via his Price Action Trading Course since 2008. It took me three years working with a trading coach to eliminate all my bad habits. Scott was the best and he taught me how to use the Price Slices on the Think or Swim trading platform. I no longer need to use this tool for my swing trading, but it helped me understand how all the Greeks work together within the Black Scholes model.<\/p>\n<ul>\n<li>Would you go into water that had dangerous rip tides or was shark-infested?<\/li>\n<li>You can trade any currency pair, but you may need to custom indicators\u00e2\u20ac\u2122 settings.<\/li>\n<li>This gives a trader more time to confirm the market moves and check the fundamental factors.<\/li>\n<li>I\u00e2\u20ac\u2122m not saying that you can\u00e2\u20ac\u2122t generate the majority of your income from trading Forex and do it full time.<\/li>\n<\/ul>\n<p>Now let\u00e2\u20ac\u2122s say you minimize your expenses and work a job, so you were able to build your trading account. Once again using minimal-moderate risk, we said you could accumulate 8% a month. Let us imagine that you would like to make at least $50,000 a year trading. After all, you\u00e2\u20ac\u2122re doing this for the money, so you want to make as much as possible.<\/p>\n<p>Each trader is different, and the reality is that most traders lose some money  because trading is tough, and it takes real effort and discipline to be successful. Although I\u00e2\u20ac\u2122m not trading live yet, i would say the biggest hurdle i have had to overcome during my learning period is being able to release &#038; detach myself emotionally from the wow! Look how much money i could have made there when looking at charts in hindsight.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/forexarena.net\/wp-content\/uploads\/2020\/10\/final-logo2.png\" width=\"306px\" alt=\"approach to trading\"\/><\/p>\n<p>For example, when you are not staying neutral, you are allowing each trade decision or each trading day to rule your emotions. This emotional pressure builds on top of itself, making it very difficult to succeed in a volatile market like the Forex market. Professional Forex traders don\u00e2\u20ac\u2122t allow the day to day oscillations in their trading accounts faze them. The results of one day of trading, or even a few weeks of trading, are not as important to them as the average over time. Among the professional and profitable Forex traders I know, you will never be able to tell by their appearance if they had a great day or awful day in the market.<\/p>\n<h2 id=\"toc-4\">www.forexfactory.com<\/h2>\n<p>I\u00e2\u20ac\u2122ve had many trade setups that didn\u00e2\u20ac\u2122t work out that I would gladly take every single week. The Forex market doesn\u00e2\u20ac\u2122t know where you entered or where your stop-loss order is located. Bill Lipschutz once said \u00e2\u20ac\u0153when they call you crazy, you know you are on the right track. He was referring to the work ethic and insane focus required to succeed as a Forex trader. Shortly after turning $12,000 into $250,000, he made one bad investment decision that nearly cost him the entire account.<\/p>\n<p>Trade popular currency pairs and CFDs with Enhanced Execution and no restrictions on stop and limit orders. Leverage allows traders to control a position larger than their balance. You are taxed 24% instead of 22%, which is a 2% difference, and 2% of $100,000 is $2,000. Your forex earnings are thus $18,000 instead of $20,000 after you take taxes into account.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"301px\" alt=\"article\"\/><\/p>\n<p>They have adopted the exact same tax rules for the stock market. In the USA, you do have to pay Forex income tax and the rate can be as high as 37%, so you will want to be sure to include taxes into all net revenue calculations. I am not even talking about something that is unachievable. 10% a month is possible in Forex by finding a great trading system, having the proper trading discipline, and finding a trading mentor.<\/p>\n<p>Been trading a small account for four months now,three months profitable. Feel like i am starting to turn that corner since i bought your course, thank you again for all your help. This is the first time I\u00c2\u00b4ve heard such statement and gladly confirms my theory, making money is not that hard. I\u00c2\u00b4ve joined your course today and Im really looking forward to learn from you my friend.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Contents: Failure To Manage Risk Powerful Techniques to Determine Forex Trend Strength in 2023 Trading platforms During that period, he turned $12,000 into $250,000, but he lost the entire https:\/\/trading-market.org\/ due to a terrible trading mistake. In 1954, upon graduating with his MA degree from the London School of Economics, Soros began his trading career [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[32],"tags":[],"class_list":["post-1333","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1333","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1333"}],"version-history":[{"count":1,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1333\/revisions"}],"predecessor-version":[{"id":1334,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1333\/revisions\/1334"}],"wp:attachment":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1333"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1333"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1333"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}