{"id":10740,"date":"2024-08-07T15:21:15","date_gmt":"2024-08-07T15:21:15","guid":{"rendered":"https:\/\/www.ismail.aenawebsolution.com\/?p=10740"},"modified":"2025-02-20T02:31:28","modified_gmt":"2025-02-20T02:31:28","slug":"hawkish-and-dovish-meaning-monetary-policy","status":"publish","type":"post","link":"https:\/\/www.ismail.aenawebsolution.com\/?p=10740","title":{"rendered":"Hawkish and Dovish Meaning Monetary Policy"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"605px\" alt=\"hawkish meaning in forex\"\/><\/p>\n<p><p>They did this to keep inflation in check and stabilize prices during <a href=\"https:\/\/g-markets.net\/helpful-articles\/what-does-hawkish-mean-definition-meaning-and\/\">hawkish meaning in forex<\/a> uncertain times. These moves are based on understanding trading strategy adjustment and future interest rate expectations. As leaders like Jerome Powell speak, traders need to stay quick and adaptable.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"604px\" alt=\"hawkish meaning in forex\"\/><\/p>\n<p><p>One of the terms commonly used in forex trading is hawkish, which refers to a particular stance or behavior of central banks or policymakers. The hawkish stance is usually adopted by the central bank or policymakers when inflation is becoming a concern. Inflation is a measure of the rate at which prices of goods and services are increasing in the economy.<\/p>\n<\/p>\n<p><p>Tech and healthcare stocks also tend to benefit from higher interest rates. This committee includes all members of the Federal Reserve Board of Governors (FRBOG), seven individuals appointed to staggered 14-year terms by US presidents. The FOMC also consists of five presidents of the 12 Regional Federal Reserve banks. Hawks and doves have been contrasted symbols in many cultures since ancient times.<\/p>\n<\/p>\n<p><h2>Hawkish vs. Dovish: Monetary Policy Effects on Forex Traders<\/h2>\n<\/p>\n<p><p>Your actual trading may result in losses as no trading system is guaranteed. You accept full responsibilities for your actions, trades, profit or loss, and agree to hold The Forex Geek and any authorized distributors of this information harmless in any and all ways. If you are having trouble remembering which is which, remember that hawks fly much higher than doves. It&#8217;s like if Bank A paid an annual 1% interest on their savings accounts, but Bank B paid 4% per year.<\/p>\n<\/p>\n<ol>\n<li>In a dovish environment, savings accounts at your local bank likely earn next to nothing.<\/li>\n<li>This can involve analyzing economic data, such as inflation rates and GDP growth, as well as keeping track of any policy changes announced by central banks.<\/li>\n<li>Market-bulls.com does not accept responsibility for any loss or damage arising from reliance on the site&#8217;s content.<\/li>\n<li>Investors should spread out their investments and look at industries not affected by rate changes.<\/li>\n<li>While the head of a central bank isn\u2019t the only one making monetary policy decisions for a country (or region), what he or she has to say is not only not ignored, but revered like the gospel.<\/li>\n<\/ol>\n<p><h2>How&nbsp;a&nbsp;Dovish Monetary Policy Affects Traders&nbsp;(in theory)<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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width=\"606px\" alt=\"hawkish meaning in forex\"\/><\/p>\n<p><p>Traders can use hawkishness to their advantage by identifying currencies that are likely to benefit from a hawkish monetary policy stance. However, traders should also be aware of the potential risks and manage their positions carefully. A hawkish monetary policy is one that is characterized by a focus on controlling inflation and maintaining price stability. Central banks use a variety of tools to achieve this, including adjusting interest rates, adjusting the money supply, and adjusting the reserve requirements for banks. When a central bank adopts a hawkish monetary policy, it is indicating that it is more likely to raise interest rates in the future, which can have a significant impact on currency markets. A hawkish monetary policy is characterized by an aggressive approach to controlling inflation.<\/p>\n<\/p>\n<p><p>And lower interest rates on debt lead to better returns, which boost valuations over time. In a low-rate environment, saving only makes sense if you\u2019ve already cleared all of your higher-interest personal debt. This is even more important with credit card debt, which has higher interest rates than car loans. Experts generally recommend keeping 3-6 months\u2019 living expenses in some form of market independent savings. One important note is that the Federal Funds Rate differs from the Discount Rate.<\/p>\n<\/p>\n<p><h2>Introduction to Hawkish and Dovish Monetary Policy<\/h2>\n<\/p>\n<p><p>While this can be a short-term positive, deflation can often be worse than moderate inflation in the long run. Persistent deflation means that a dollar tomorrow will be worth more than one today, and worth even more in a week or a month. This incentivizes people to hoard money and put off large purchases until much later, when ostensibly they will be even less expensive in terms of the dollar\u2019s greater purchasing power. Although the term \u201chawk\u201d is often levied as an insult, high interest rates can carry economic advantages. While they make it less likely for people to borrow funds, they make it more likely that they will save money.<\/p>\n<\/p>\n<p><p>We really just meant hawks versus doves, central bank hawks versus central bank doves that is. We just learned that currency prices are affected a great deal by changes in a country\u2019s interest rates. Companies might see their profits drop due to higher interest rates. In the Eurozone debt crisis, the European Central Bank (ECB) raised rates starting in 2011.<\/p>\n<\/p>\n<p><p>This stance is typically characterized by a central bank that is more concerned with keeping inflation under control than with promoting economic growth. A hawkish central bank is one that is focused on raising interest rates or tightening monetary policy to control inflation. In the world of forex trading, the term \u201cdovish\u201d refers to a specific stance taken by central banks and policymakers towards monetary policy and economic indicators. Being dovish means adopting a more cautious and accommodative approach to support economic growth and employment, even if it means tolerating higher inflation rates. When a central bank adopts a hawkish monetary policy, it signals to the market that it is concerned about inflation and is taking steps to control it. This can lead to an increase in demand for the currency, as investors seek to take advantage of the higher interest rates.<\/p>\n<\/p>\n<p><h2>Hawkish vs. Dovish Central Banks<\/h2>\n<\/p>\n<p><p>At this point, you may be wondering&nbsp;where central bank interest rates fit into the overall picture of a nation&#8217;s economy. Here are the websites of the biggest&nbsp;central banks, to get you started. In this post, I&#8217;ll give you the trader&#8217;s definition of both hawkish and dovish, and show you two easy mnemonics that you can use to remember them in the future. Being \u201chawkish\u201d refers to the tone of language when describing an aggressive stance or viewpoint regarding a specific economic event or action.<\/p>\n<\/p>\n<ol>\n<li>They try to tend to prioritize economic indicators, central bank policies, and geopolitical events that signal potential interest rate hikes or other tightening monetary measures.<\/li>\n<li>This can lead to decreased demand for the currency, causing its value to depreciate relative to other currencies.<\/li>\n<li>At this point, you may be wondering\u00a0where central bank interest rates fit into the overall picture of a nation&#8217;s economy.<\/li>\n<li>Forex traders use a variety of tools and techniques to analyze the impact of monetary policy on currency markets, including economic indicators, central bank statements, and market sentiment.<\/li>\n<li>Hawkish and dovish monetary policies can have a significant impact on forex trading.<\/li>\n<\/ol>\n<p><p>The term \u201chawkish\u201d refers to a central bank\u2019s monetary policy that is inclined towards tightening, which can have significant implications for currency markets. It is crucial for traders to understand the impact of hawkish monetary policy on forex in order to make informed decisions on when to buy or sell currencies. In conclusion, understanding the differences between hawkish and dovish stances is crucial for forex traders to navigate the dynamic currency markets successfully. Hawkish and dovish are contrasting approaches taken by central banks towards monetary policy and economic indicators, which significantly impact currency values and market sentiment. Hawkishness in forex refers to a monetary policy stance that is focused on controlling inflation by raising interest rates or tightening monetary policy. This stance can have a significant impact on the forex market, as it can lead to a stronger currency and increased volatility.<\/p>\n<\/p>\n<p><p>I have many years of experience in the forex industry having reviewed thousands of forex robots, brokers, strategies, courses and more. I share my knowledge with you for free to help you learn more about the crazy world of forex trading! This&nbsp;interest rate is the rate at which &nbsp;other banks in a&nbsp;country can borrow  money from the country&#8217;s central bank.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>They did this to keep inflation in check and stabilize prices during hawkish meaning in forex uncertain times. 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