{"id":76434,"date":"2022-02-12T03:44:09","date_gmt":"2022-02-12T00:44:09","guid":{"rendered":"https:\/\/gibq-eg.com\/?p=76434"},"modified":"2022-09-17T00:10:05","modified_gmt":"2022-09-16T21:10:05","slug":"best-forex-brokers-in-september-2022","status":"publish","type":"post","link":"https:\/\/gibq-eg.com\/?p=76434","title":{"rendered":"Best Forex Brokers In September 2022"},"content":{"rendered":"<p><img class=\"wp-post-image\" style=\"margin-left:auto;margin-right:auto\" 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\" width=\"253px%\" alt=\"Forex\" \/><\/p>\n<\/p>\n<p>Any  transaction 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<ul>\n<li>The foreign exchange market is considered more opaque than other financial markets.<\/li>\n<li>After the Accord ended in 1971, the Smithsonian Agreement allowed rates to fluctuate by up to \u00b12%.<\/li>\n<li>They are the most basic and common type of chart used by forex traders.<\/li>\n<li>Pivot points are a technical indicator that traders use to predict upcoming areas of technical significance, such as support and resistance.<\/li>\n<li>The spot market is where currencies are bought and sold based on their trading price.<\/li>\n<\/ul>\n<\/p>\n<p>Foreign exchange is traded in an over-the-counter market where brokers\/dealers negotiate directly with one another, so there <a href=\"https:\/\/corporatefinanceinstitute.com\/resources\/careers\/companies\/top-banks-in-the-usa\/\" rel=\"nofollow\">https:\/\/corporatefinanceinstitute.com\/resources\/careers\/companies\/top-banks-in-the-usa\/<\/a> is no central exchange or clearing house. The biggest geographic trading center is the United Kingdom, primarily London.<\/p>\n<p><h2>Insider Trading &amp; Currency Price Fixing<\/h2>\n<\/p>\n<p>The most common type of forward transaction is the foreign exchange swap. In a swap, two parties exchange currencies for a certain length of time and agree to reverse the transaction at a <a href=\"https:\/\/cyberbump.net\/dotbig-forex-broker-review\/\">https:\/\/cyberbump.net\/dotbig-forex-broker-review\/<\/a> later date. These are not standardized contracts and are not traded through an exchange. A deposit is often required in order to hold the position open until the transaction is completed.<\/p>\n<p><img class=\"aligncenter\" style=\"margin-left:auto;margin-right:auto\" 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\" width=\"256px%\" alt=\"Forex\" \/><\/p>\n<\/p>\n<p>Because the markets are so different, you\u2019ll also need to evaluate a  broker on different criteria from what you would use to evaluate a stock broker. Bankrate.com is an independent, advertising-supported publisher and comparison service. We are compensated in exchange for placement of sponsored products and, services, or by you clicking on certain links posted on our site. Therefore, this compensation may impact how, where and in what order products appear within listing categories.<\/p>\n<p><h3>Forex For Hedging<\/h3>\n<\/p>\n<p>He is a member of the Investopedia Financial Review Board and the co-author of Investing to Win. Pivot points are a technical indicator that traders use to predict upcoming areas of technical significance, such as support and resistance. As an agent, the dealing desk can execute trades for a client and will pass along the trade price. Our experts have been helping you master your money for over four decades. We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life\u2019s financial journey. Our goal is to give you the best advice to help you make smart personal finance decisions. We follow strict guidelines to ensure that our editorial content is not influenced by advertisers.<\/p>\n<\/p>\n<p>A profit is made on the difference between the prices the contract was bought and sold at. The forward points reflect only the interest rate differential between two markets.<\/p>\n<\/p>\n<p>A great deal of forex trade exists to accommodate speculation on the direction of currency values. Traders profit from the price movement of a particular pair of currencies. A pip is the smallest price increment tabulated by currency markets to establish the price of a currency pair.<\/p>\n<p><h2>Here Are The Best Online Brokers For Forex Trading In 2022:<\/h2>\n<\/p>\n<p>Talk about any &#8216;<a href=\"https:\/\/cyberbump.net\/dotbig-forex-broker-review\/\">DotBig broker<\/a> trading&#8217; subject here, Traders can share their trading knowledge and experience with each other. Money-changers were living in the Holy Land in the times of the Talmudic writings . These people (sometimes called &quot;kollybist\u1ebbs&quot;) used city stalls, and at feast times the Temple&#8217;s Court of the Gentiles instead. Money-changers were also the silversmiths and\/or goldsmiths of more recent ancient times. Forex exists so that large amounts of one currency can be exchanged for the equivalent value in another currency at the current market rate. If you are living in the United States and want to buy cheese from France, then either you or the company from which you buy the cheese has to pay the French for the cheese in euros . This means that the U.S. importer would have to exchange the equivalent value of U.S. dollars for euros.<\/p>\n<p><h3>Forex Lots<\/h3>\n<\/p>\n<p>The <a href=\"https:\/\/cyberbump.net\/dotbig-forex-broker-review\/\">DotBig LTD<\/a> market is unique for several reasons, the main one being its size. As an example, trading in foreign exchange markets averaged $6.6 trillion per day in 2019, according to the Bank for International Settlements . A scalp trade consists of positions held for seconds or minutes at most, and the profit amounts are restricted in terms of the number of pips. Such trades are supposed to be cumulative, meaning that small profits made in each individual trade add up to a tidy amount at the end of a day or time period.<\/p>\n<\/p>\n<p>For example, you can use the information contained in a trend line to identify breakouts or a change in trend for rising or declining prices. The blender company could have reduced this risk by short selling the euro and buying the U.S. dollar when they were at parity. That way, if the U.S. dollar rose in value, then the profits from the trade would offset the reduced profit from the sale of blenders. 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. For example, EUR\/USD is a currency pair for trading the euro against the U.S. dollar.<\/p>\n<p><h2>Which Currencies Can I Trade In?<\/h2>\n<\/p>\n<p>Prior to the First World War, there was a much more limited control of international trade. Motivated by the onset of war, countries abandoned the gold standard monetary system. In a typical foreign exchange <a href=\"https:\/\/corporatefinanceinstitute.com\/resources\/careers\/companies\/top-banks-in-the-usa\/\" rel=\"nofollow\">https:\/\/corporatefinanceinstitute.com\/resources\/careers\/companies\/top-banks-in-the-usa\/<\/a> transaction, a party purchases some quantity of one currency by paying with some quantity of another currency. Get top insights on the most traded stock indices and what moves indices markets.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Any transaction 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,&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\/76434"}],"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=76434"}],"version-history":[{"count":1,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76434\/revisions"}],"predecessor-version":[{"id":76435,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76434\/revisions\/76435"}],"wp:attachment":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=76434"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=76434"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=76434"},{"taxonomy":"post_series","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fpost_series&post=76434"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}