{"id":2955,"date":"2022-10-20T11:26:45","date_gmt":"2022-10-20T11:26:45","guid":{"rendered":"https:\/\/ibrahimshihata.com\/?p=2955"},"modified":"2023-09-13T18:29:07","modified_gmt":"2023-09-13T18:29:07","slug":"top-10-most-volatile-currency-pairs-how-to-trade","status":"publish","type":"post","link":"https:\/\/ibrahimshihata.com\/index.php\/2022\/10\/20\/top-10-most-volatile-currency-pairs-how-to-trade\/","title":{"rendered":"Top 10 Most Volatile Currency Pairs How to Trade Them"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/g-markets.net\/wp-content\/uploads\/2020\/02\/alibaba-logo.jpg\" width=\"453px\" alt=\"most volatile currency pairs\"\/><\/p>\n<p>Low volatility in Forex is determined by the stability of the economies of countries and resistance to various kinds of shocks. Another option is that one of the currencies is steadily depreciating relative to the second. The South Korea won appeared after the division of the Korean peninsula into two separate states following World War II.<\/p>\n<ul>\n<li>A currency pair that moves by moves by pips within a given period will be considered highly volatile, while a pair that moves by 5-7 pips within a period is considered as less volatile.<\/li>\n<li>Throughout the year, the Japanese Yen has been on a losing streak \u2013 having dipped close to 30% against the US Dollar.<\/li>\n<li>However, this will also make it more expensive to buy US dollars with South African rand.<\/li>\n<li>The major pairs which are the most traded and are of the strongest economies have a lower volatility as they have stable and strong economies.<\/li>\n<li>For instance, when the COVID pandemic started, this triggered an increase in the market\u2019s volatility.<\/li>\n<\/ul>\n<p>This is because the country&#8217;s government firmly holds a stable ratio of the Hong Kong dollar to the US dollar. The narrow currency corridor is kept at the expense of gold and foreign exchange reserves and interventions. According to the calculator, the most volatile Forex pairs are exotic ones.<\/p>\n<p>The trade wars between China and Australia, as well as between China and the US, have &#8211; on the other hand &#8211; affected Australia\u2019s exports to China which greatly impacts the value of AUD. Both factors have contributed to the massive volatility being witnessed by the JPY\/AUD currency pair today. Usually the exostic pairs and crosses are the most volatile in Forex.<\/p>\n<h2>What are volatile currency pairs?<\/h2>\n<p>A knock-on effect of the US&#8217;s trade war with China has been that Australian imports to the Chinese markets have fallen. Since China is one of Australia\u2019s main trading partners, this does not bode well for Australian manufacturers and exporters, who rely on strong trade links with China to maximise their profits. The tumble started immediately after the failed coup d\u2019\u00e9tat in 2016 that plunged the country into a political crisis and caused massive disruptions to its economy. What followed was a series of purges against political opponents and rebels by Erdogan\u2019s government in a move that further compromised the country\u2019s economy. EUR\/USD is the most liquid forex pair and represents 20-30% of the forex market by trading volume. According to the Bank for International Settlements Triennial Bank Survey, EUR\/USD accounted for 24% of all trading volume in April 2019.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"455px\" alt=\"most volatile currency pairs\"\/><\/p>\n<p>However, if there are many sellers and buyers, but suddenly there is important news, sellers immediately turn into buyers (or vice versa), and volatility increases. If there were no volatility at all, then you would expect that a currency would gain or lose the same amount every day. But instead, what you see is that some days a currency will rise substantially, while on other days it might fall by an even greater percentage, making it a highly volatile currency pair. You should take the volatility into account before placing an order in FX. When trading highly volatile assets, reducing trades or minimizing positions may help to reduce risk in the Forex market.<\/p>\n<h2>GBP\/USD: 2.79% Historical Volatility<\/h2>\n<p>This material does not consider your investment objectives, financial situation or needs and is not intended as recommendations appropriate for you. No representation or warranty is given as to the accuracy or completeness of the above information. IG accepts no responsibility for any use that may be made of these comments and for any consequences that result. Any research provided should be considered as promotional and was prepared in accordance with CFTC 1.71 and designed to promote the independence of investment research. As an emerging market, Brazil is an exciting economy for those seeking to capitalize on the forecasted future development of the South American country. As a result, if the price of gold is rising, the price of the dollar will likely also increase against ZAR.<\/p>\n<div style='border: black solid 3px;padding: 13px;'>\n<h3>Forex Market Hours Canada: Discover the Best Time to Trade Forex &#8230; &#8211; Benzinga<\/h3>\n<p>Forex Market Hours Canada: Discover the Best Time to Trade Forex &#8230;.<\/p>\n<p>Posted: Wed, 30 Aug 2023 10:08:41 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiOGh0dHBzOi8vd3d3LmJlbnppbmdhLmNvbS9tb25leS9mb3JleC1tYXJrZXQtaG91cnMtY2FuYWRh0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>However, traders should be careful when trading with highly volatile currency pairs by reducing their position sizes. Despite the fact that more liquid markets, such as the foreign exchange market, have reduced volatility, some currency pairs are more volatile than others for a number of reasons. The currency pair\u2018s volatility will have an impact on practically every element of forex trading. One should do in-depth market research before trading the top 5 most volatile currency pairs in 2022.<\/p>\n<h2>What is volatility in forex?<\/h2>\n<p>Today, we will look at the ten most volatile forex pairs with high historical volatility. Volatility is the measure of the price fluctuations for a particular currency or currency pair over a given period of time. Throughout this guide, we have been discussing some of the most volatile forex pairs, i.e., currencies with some of the wildest price swings. Trading in Forex goes 24 h a day, which means traders<br \/>\ncan always check up with the market and make trading operations. However, for<br \/>\nsuccessful intraday trading you need most<br \/>\nvolatile currency pairs, which will make your<br \/>\ntrading most efficient. Liquidity can be described as the ability to buy or sell a certain currency without causing a significant market move.<\/p>\n<p>If there is no one to sell the purchased asset and you need to greatly reduce the price in order to get rid of it, then the asset is considered illiquid. Exotic currency pairs are instruments with low liquidity, while volatile major currency pairs are highly liquid. However, the fundamental factors could disturb the balance of supply and demand. Exotic currency pairs are a combination <a href=\"https:\/\/g-markets.net\/helpful-articles\/top-10-most-volatile-currency-pairs\/\">most volatile currency pairs<\/a> of emerging market currency pairs and advanced economy currencies. Exotics are practically not represented in the international currency markets; the economies of countries are most often closed and managed manually. Forecasting minor currency pairs is complicated by the lack of fundamental information in open sources, even if these are emerging markets currencies.<\/p>\n<h2>What Are the Most Volatile Currency Pairs?<\/h2>\n<p>Volatility represents the price movements of a currency due to the buy and sell orders. The more buying or selling pressure there is, it will quickly move to the appropriate direction. This is of course mostly visible during important economic events of the related economies.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/g-markets.net\/wp-content\/uploads\/2021\/08\/image-tvFI7M3Sf0mGnCra.jpeg\" width=\"457px\" alt=\"most volatile currency pairs\"\/><\/p>\n<p>An example of such currency pairs is the US dollar in conjunction with commodity currencies, for example, USD\/CAD. In theory, high volatility currency pairs, exotic pairs with high volatility, can yield more profits, but they have wide spreads due to low liquidity. Pairs with high liquidity are more suitable for high-frequency and intraday trading, but it is better <a href=\"https:\/\/g-markets.net\/\">https:\/\/g-markets.net\/<\/a> to pause during news releases and other fundamental events. With low volatility pairs, breakouts might indicate a continuation of a trend, however, with  high volatility pairs, this doesn\u2019t always hold true. Since the range of the more volatile currency pairs is wider than the less volatile, it is tempting to think that they are therefore better pairs to trade.<\/p>\n<h2>CFD trading<\/h2>\n<p>Volatility is the difference between the high and  low values of a price in a symbol. Volatility of a currency pair is an average number of points that the pair passes<br \/>\nover a certain period. You can detect both intraday volatility and volatility<br \/>\nduring trading sessions. Note that the volatility of currency instruments in<br \/>\nForex also depends on the time of the day and geography. For example, EUR\/USD will be much less volatile during the Asian session than during the<br \/>\nEuropean one. USD\/JPY, on the contrary, is much more volatile during the Asian session.<\/p>\n<div style='border: black dashed 3px;padding: 11px;'>\n<h3>Crypto futures trading has taken off in the US &#8211; Robotics and Automation News<\/h3>\n<p>Crypto futures trading has taken off in the US.<\/p>\n<p>Posted: Thu, 07 Sep 2023 19:04:43 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiZmh0dHBzOi8vcm9ib3RpY3NhbmRhdXRvbWF0aW9ubmV3cy5jb20vMjAyMy8wOS8wNy9jcnlwdG8tZnV0dXJlcy10cmFkaW5nLWhhcy10YWtlbi1vZmYtaW4tdGhlLXVzLzcxOTk4L9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Exotic currencies have a higher level of volatility, which increases the risk of trading them but also offers the chance of finding trading opportunities. Minor currency pairs are pairs that do not include the US Dollar, but include at least one of the world&#8217;s other major currencies. USD\/JPY comes second with the Japanese Yen being one of the most heavily traded currencies and a major safe-haven currency too. The same report documented that the Japanese Yen was the third most traded currency, being involved in 16.8% of foreign exchange trades. There are a few trading approaches that allow speculating on highly volatile securities successfully.<\/p>\n<p>But it is also influenced by the value of the USD because gold is priced in US Dollars at the international markets. Trading volatile pairs in Forex, you need to keep<br \/>\nreviewing you trading strategy all the time according to the market conditions. This is because steep surges in the exchange rate might lead to serious losses<br \/>\nor decrease the efficacy of your trading. The Mexican Peso is one of the most liquid emerging market currencies, but still a volatile one. The oil price has a significant impact on the direction of the currency.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Low volatility in Forex is determined by the stability of the economies of countries and resistance to various kinds of shocks. Another option is that one of the currencies is steadily depreciating relative to the second. The South Korea won appeared after the division of the Korean peninsula into two separate states following World War [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_vp_format_video_url":"","_vp_image_focal_point":[]},"categories":[205],"tags":[],"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false,"td_80x60":false,"td_100x70":false,"td_218x150":false,"td_265x198":false,"td_324x160":false,"td_324x235":false,"td_324x400":false,"td_356x220":false,"td_356x364":false,"td_533x261":false,"td_534x462":false,"td_696x0":false,"td_696x385":false,"td_741x486":false,"td_1068x580":false,"td_1068x0":false,"td_0x420":false,"vp_sm":false,"vp_md":false,"vp_lg":false,"vp_xl":false,"vp_sm_popup":false,"vp_md_popup":false,"vp_xl_popup":false,"woocommerce_thumbnail":false,"woocommerce_single":false,"woocommerce_gallery_thumbnail":false,"shop_catalog":false,"shop_single":false,"shop_thumbnail":false},"uagb_author_info":{"display_name":"ibrahimsh","author_link":"https:\/\/ibrahimshihata.com\/index.php\/author\/ibrahimsh\/"},"uagb_comment_info":0,"uagb_excerpt":"Low volatility in Forex is determined by the stability of the economies of countries and resistance to various kinds of shocks. Another option is that one of the currencies is steadily depreciating relative to the second. The South Korea won appeared after the division of the Korean peninsula into two separate states following World War&hellip;","_links":{"self":[{"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/posts\/2955"}],"collection":[{"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/comments?post=2955"}],"version-history":[{"count":1,"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/posts\/2955\/revisions"}],"predecessor-version":[{"id":2956,"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/posts\/2955\/revisions\/2956"}],"wp:attachment":[{"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/media?parent=2955"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/categories?post=2955"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ibrahimshihata.com\/index.php\/wp-json\/wp\/v2\/tags?post=2955"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}