{"id":121645,"date":"2026-01-22T14:35:40","date_gmt":"2026-01-22T09:05:40","guid":{"rendered":"https:\/\/preview.vwthemesdemo.com\/old_website\/?p=121645"},"modified":"2026-01-22T16:18:32","modified_gmt":"2026-01-22T10:48:32","slug":"binary-options-trading-2025-risks-smart-rules-3","status":"publish","type":"post","link":"https:\/\/preview.vwthemesdemo.com\/old_website\/binary-options-trading-2025-risks-smart-rules-3\/","title":{"rendered":"Binary Options Trading 2025: Risks &amp; Smart Rules"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What Is The Best Binary Options Type?<\/a><\/li>\n<li><a href=\"#toc-1\">Having Realistic Long-term Profit Expectations<\/a><\/li>\n<li><a href=\"#toc-2\">Is Binary Options Trading Simply Gambling?<\/a><\/li>\n<li><a href=\"#toc-3\">What Is The Ideal Binary Options Broker?<\/a><\/li>\n<li><a href=\"#toc-4\">Winning Trade Scenario<\/a><\/li>\n<li><a href=\"#toc-5\">What Is The Most Popular And Widely Used Type Of Binary Option?<\/a><\/li>\n<li><a href=\"#toc-6\">Are There Benefits To Binary Options Trading?<\/a><\/li>\n<\/ul>\n<\/div>\n<p>So, do not use them for\u00a0binary options or\u00a0anything else. A\u00a0progressive system for\u00a0risk management is one where you increase the\u00a0amount you risk based on\u00a0whether your previous trade won or\u00a0lost. newlineYou should have no reason to\u00a0risk more or\u00a0less on\u00a0certain trades. You should never arbitrarily change the\u00a0amount of\u00a0money you are risking on\u00a0each trade. You could find your account losing money over time. What if you end up losing the\u00a0trades you risk a\u00a0large amount on, and\u00a0winning the\u00a0trades you risk <a href=\"https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/\">https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/<\/a> a\u00a0small amount on? Now, imagine that all your trades are the\u00a0same size, say 2% of\u00a0your account.<\/p>\n<h2 id=\"toc-0\">What Is The Best Binary Options Type?<\/h2>\n<ul>\n<li>Brokers often have specific rules about how much you can invest, which can vary by your account type.<\/li>\n<li>Binaryoptions.com \u00bb Tutorial \u00bb Binary Options risks<\/li>\n<li>If all traders understood how to manage risk, the percentage of winning traders would be considerably higher.<\/li>\n<\/ul>\n<p>In the table below, you can see three of our most recommended binary options brokers. Plus, there are a lot of binary options brokers that can be found on the internet that may not be regulated or trustworthy to use. Proper knowledge is the key to sustainable success, and you must also be aware of the risks of trading binary options. Binary options are very flexible as a financial instrument \u2013 you can use different periods to trade almost every asset. When the underlying asset is a financial instrument, traders have a unique way to engage with the markets. Binary options are a type of financial derivative that provides traders with a fixed payoff or nothing at all based on the outcome of a yes or no proposition.<\/p>\n<div style=\"border: grey solid 1px;padding: 10px\">\n<h3>Breaking Down the Binomial Model to Value an Option &#8211; Investopedia<\/h3>\n<p>Breaking Down the Binomial Model to Value an Option.<\/p>\n<p>Posted: Sun, 26 Mar 2017 00:22:01 GMT <a href=\"https:\/\/news.google.com\/rss\/articles\/CBMimAFBVV95cUxQTkxkOWRXVzVVamR4OTRBc2wyZkNjZGh1RmdEcFA3TW5nTE1NZWFPb2EzNjRaSkFhdkFNSGprbWwzZUlkNS0xYnpkNDNBSkVXMTNtY01TM01NdkZHeGNKcEc3eXpaek45TmRMZ0NfUUF1VjZLRWdMMXA4MUloSjFZMzBtYXVmTWxOMEtMQlcwU3VEdTNTQ3J2LQ?oc=5\" rel=\"nofollow\">source<\/a><\/p>\n<\/div>\n<h3 id=\"toc-1\">Having Realistic Long-term Profit Expectations<\/h3>\n<p>A beginner might misinterpret these elements, leading to uninformed decisions and potential losses. Options trading involves complex strategies and terms that can be challenging for beginners. However, this can amplify potential losses. This article aims to provide an educational overview of these risks, helping  investors make more informed decisions.<\/p>\n<div style=\"justify-content: center\"><\/div>\n<h2 id=\"toc-2\">Is Binary Options Trading Simply Gambling?<\/h2>\n<ul>\n<li>This type is ideal in market conditions with lower volatility, where sudden price spikes are less likely.<\/li>\n<li>In contrast, Pro or VIP accounts could allow for higher stakes that are suitable for more experienced traders.<\/li>\n<li>You will then have to predict that the stock price will exceed each price level within a specific timeframe.<\/li>\n<\/ul>\n<p>Take a look at how some of the most stringent global regulatory jurisdictions view binary options. A number of these regulatory institutions have either placed restrictions on the sale of binary options, or banned them outright. How to start forex day trading  Best brokers for forex day trading  Common hedging strategies  Best brokers for hedging forex  What is forex hedging? I\u2019ve created this guide to shine more light on these financial instruments and provide some historical context to help you decide whether these risky investments are right for you. Personalized guidance can help assess suitability, manage risk, and align trading decisions with your overall financial goals.<\/p>\n<div style=\"text-align:center\"><\/div>\n<h3 id=\"toc-3\">What Is The Ideal Binary Options Broker?<\/h3>\n<ul>\n<li>It\u2019s a strategy used by many investors to potentially profit from market movements.<\/li>\n<li>Leverage is essentially borrowed money that lets you bet much more than you actually have.<\/li>\n<li>This scenario means you\u2019ve made a successful prediction, and you stand to profit from the binary option\u2019s yield.<\/li>\n<\/ul>\n<p>Before investing, consider your investment objectives, all fees  and expenses, and any potential conflicts of interest. Any reference to securities on this website is for informational and illustrative purposes only, and should not be construed as investment or tax advice. Do not infer or assume that any securities, sectors or markets described in this article were or will be profitable.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"margin-left:auto;margin-right:auto\" 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\" width=\"306px\" alt=\"binary options risks explained\" \/><\/p>\n<h3 id=\"toc-4\">Winning Trade Scenario<\/h3>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"margin-left:auto;margin-right:auto\" 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\" width=\"302px\" alt=\"binary options risks explained\" \/><\/p>\n<p>Your broker may also charge extra transaction fees. While hedging reduces losses when used properly, it impacts profits similarly. Yet, the opposite is true; closing too early also means sometimes making less than the initial projected gains. Using this mechanism is good when you take a smaller loss than you would have incurred without it.<\/p>\n<h2 id=\"toc-5\">What Is The Most Popular And Widely Used Type Of Binary Option?<\/h2>\n<p>If the price trades below $25 at that date and time, the client is wrong and loses their $100 investment in the trade. You make money with binary options by making accurate price direction forecasts more often than you make mistakes, taking into account the payout structure. Now, millions of retail traders worldwide trade in binary options markets. That\u2019s the high-stakes world of binary options trading. It\u2019s only available with certain brokers on specific binary options, which must be \u2018in the money\u2019 or already profitable. The capped, lower upside of standard binary options means that traders must win more positions to \u2018break even\u2019 and <a href=\"https:\/\/realreviews.io\/reviews\/iqcent.com\">iqcent trading platform review<\/a> compensate for their losses.<\/p>\n<p>Volatility may unexpectedly change apparently strong positions into losers, complicating the approach and possibly resulting in quick financial loss. This volatility may have a major impact on trading outcomes, especially as options approach expiry. Such results mean that, although the risks <a href=\"https:\/\/realreviews.io\/reviews\/iqcent.com\">https:\/\/realreviews.io\/reviews\/iqcent.com<\/a> are limited to the original investment, there is a substantial possibility of losing the whole investment if the market does not move as expected.<\/p>\n<ul>\n<li>After the first online binary options trading platform opened in 2008, binary options were traded over the counter.<\/li>\n<li>Conversely, brokers offering off-exchange binary options do not account for the skew (including across non-standard strike prices), which puts investors at a disadvantage.<\/li>\n<li>It\u2019s up to you how much money you will earn by trading binary options.<\/li>\n<li>The more trading decisions you make, the better you will get.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content What Is The Best Binary Options Type? Having Realistic Long-term Profit Expectations Is Binary Options Trading Simply Gambling? What Is The Ideal Binary Options Broker? Winning Trade Scenario What Is The Most Popular And Widely Used Type Of Binary Option? Are There Benefits To Binary Options Trading? So, do not use them for\u00a0binary options [&hellip;]<\/p>\n","protected":false},"author":1809,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[6815],"tags":[],"class_list":["post-121645","post","type-post","status-publish","format-standard","hentry","category-top-ai-tools-for-traders-to-use-in-2026-5"],"_links":{"self":[{"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/posts\/121645","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/users\/1809"}],"replies":[{"embeddable":true,"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/comments?post=121645"}],"version-history":[{"count":1,"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/posts\/121645\/revisions"}],"predecessor-version":[{"id":121646,"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/posts\/121645\/revisions\/121646"}],"wp:attachment":[{"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/media?parent=121645"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/categories?post=121645"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/preview.vwthemesdemo.com\/old_website\/wp-json\/wp\/v2\/tags?post=121645"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}