{"id":76906,"date":"2021-11-25T05:03:47","date_gmt":"2021-11-25T02:03:47","guid":{"rendered":"https:\/\/gibq-eg.com\/?p=76906"},"modified":"2022-09-26T23:14:29","modified_gmt":"2022-09-26T20:14:29","slug":"forex-options-trading-definition","status":"publish","type":"post","link":"https:\/\/gibq-eg.com\/?p=76906","title":{"rendered":"Forex Options Trading Definition"},"content":{"rendered":"<p>For example, USD stands for the US dollar and JPY for the Japanese yen. In the USD\/JPY pair, you are buying the US dollar by selling the Japanese yen. Call IG USA FX or email to talk about opening a trading account. It may require you to unlearn  some of your bad habits or resolve conflicting thoughts and beliefs that are preventing you from becoming a consistently successful trader. It may take quite some time for most people but be patient and be kind to yourself in the process.<\/p>\n<ul>\n<li>A good compromise may be to open a micro account with a small initial deposit and trade micro lots, such as 0.01 lot.<\/li>\n<li>If the U.S. dollar fell in value, then the more favorable exchange rate would increase the profit from the sale of blenders, which offsets the losses in the trade.<\/li>\n<li>This means that leverage can magnify your profits, but it also brings the risk of amplified losses \u2013 including losses that can exceed your initial deposit.<\/li>\n<li>According to the latest triennial survey conducted by the Bank for International Settlements , trading in foreign exchange markets averaged $6.6 trillion per day in 2019.<\/li>\n<\/ul>\n<p>However, due to the heavy use of leverage in forex trades, developing countries like India and China have restrictions on the firms and capital to be used in forex trading. The Financial Conduct Authority is responsible for monitoring and regulating forex trades <a href=\"https:\/\/www.investopedia.com\/articles\/forex\/11\/why-trade-forex.asp\" rel=\"nofollow\">Forex news<\/a> in the United Kingdom. Line charts are used to identify big-picture trends for a currency. They are the most basic and common type of chart used by forex traders. They display the closing trading price for the currency for the time periods specified by the user.<\/p>\n<h2>What Moves The Forex Market?<\/h2>\n<p>When you are trading forex with margin, remember that your margin requirement will change depending on your broker, and how large your trade size is. So if you think that the base currency in a pair is likely to strengthen against the quote currency, you can buy the pair . Any forex transaction <a href=\"https:\/\/www.forexlive.com\/\" rel=\"nofollow\">https:\/\/www.forexlive.com\/<\/a> that settles for a date later than spot is considered a forward. The price is calculated by adjusting the spot rate to account for the difference in interest rates between the two currencies. If you sell a currency, you are buying another, and if you buy a currency you are selling another.<\/p>\n<p>Margin is usually expressed as a percentage of the full position. So, a trade on EUR\/USD, for instance, <a href=\"https:\/\/www.trustpilot.com\/review\/dotbig.com\">https:\/\/www.trustpilot.com\/review\/dotbig.com<\/a> might only require a deposit of 2% of the total value of the position for it to be opened.<\/p>\n<h3>Floating Exchange Rate<\/h3>\n<p>Trading of Forex begins when the Australian Stock Exchange opens on Monday morning. It then continues to be available for trading <a href=\"https:\/\/www.trustpilot.com\/review\/dotbig.com\">dotbig review<\/a> at every major stock exchange around the world. It closes on Friday afternoons when the New York Stock Exchange closes.<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"303px%\" alt=\"forex trading meaning\" \/><\/p>\n<p>However, for individual and retail investors, forex trading can be profitable but it&#8217;s also very risky. The other major disadvantage is counterparty risk, where regulating Forex markets can be difficult, given it\u2019s an international market that trades almost constantly. There is no central exchange that guarantees a trade, which means there  could be default risk. In the forward markets, two parties agree to trade a currency for a set price and quantity at some future date. The two parties can be companies, individuals, governments, or the like. The forex market operates 24 hours, 5.5 days a week, and is responsible for trillions of dollars in daily trading activity.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>For example, USD stands for the US dollar and JPY for the Japanese yen. In the USD\/JPY pair, you are buying the US dollar by selling the Japanese yen. Call IG USA FX or email to talk about opening a&hellip;<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"post_series":[],"_links":{"self":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76906"}],"collection":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=76906"}],"version-history":[{"count":1,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76906\/revisions"}],"predecessor-version":[{"id":76907,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76906\/revisions\/76907"}],"wp:attachment":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=76906"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=76906"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=76906"},{"taxonomy":"post_series","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fpost_series&post=76906"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}