According to some economists, individual traders could act as "noise traders" and have a more destabilizing role than larger and better informed actors. Currency and exchange were important elements of trade in the ancient world, enabling people to buy and sell items like food, pottery, and raw materials. If a Greek coin held more gold than an Egyptian coin due to its size or content, then a merchant could barter fewer Greek gold coins for more Egyptian ones, or for more material goods. This is why, at some point in their history, most world currencies in circulation today had a value fixed to a specific quantity of a recognized standard like silver and gold. The use of leverage to enhance profit and loss margins and with respect to account size.
Where do you draw the line between a bad trading day and an ineffective system? Not investment advice, or a recommendation of any security, strategy, or account type.
- In addition, Futures are daily settled removing credit risk that exist in Forwards.
- As such, it has been referred to as the market closest to the ideal of perfect competition, notwithstanding currency intervention by central banks.
- You need good customer support, easy transactions, and transparency.
- The levels of access that make up the foreign exchange market are determined by the size of the "line" .
So it’s no surprise the US dollar is evident in many of the ‘majors’ , which make up 75% of all forex market trades. As a beginner, it may be wise to trade the majors, as they’re known to be the most liquid and least volatile of the trade forex currency pairs. Foreign exchange fixing is the daily monetary exchange rate fixed by the national bank of each country. The idea is that central banks use the fixing time and exchange rate to evaluate the behavior of their currency.
Easy Steps to Trade Forex
This currency is bought or sold in exchange for the quote currency and is always worth 1. For most currency pairs, a pip is the fourth decimal place, the main exception being the Japanese Yen where a pip is the second decimal place. Discover the account that’s right for you by visiting our account page. If you’re new to forex, you can begin exploring the markets by trading on our demo account, risk-free. Forex is short for foreign exchange – the transaction of changing one currency into another currency.
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)
The ECB’s main policy tool to combat rising inflation is increasing European interest rates – so traders might start buying the euro in anticipation of rates going up. With more traders wanting euros, EUR/USD could see a rise in price. Commercial banks and other investors tend to want to put their capital into economies that have a strong outlook.
Different Groups of Currency Pairs
The trend lines identified in a line chart can be used to devise trading strategies. 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. In a swing trade, the trader holds the position for a period longer than a day; i.e., they may hold the position for days or weeks. Swing trades can be useful during major announcements by governments or times of economic tumult. Since they have a longer time horizon, swing trades do not require constant monitoring of the markets throughout the day. In addition to technical analysis, swing traders should be able to gauge economic and political developments and their impact on currency movement.
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An online forex broker acts as an intermediary, enabling retail traders to access online trading platforms to speculate on currencies and their price movements. The spread is the difference between the buy and sell prices quoted for a forex pair. Like many financial markets, when you open a forex position you’ll be presented with two prices. If you want to open a long position, you trade at the buy price, which is slightly above the market price. If you want to open a short position, you trade at the sell price – slightly below the market price. Perhaps it’s a good thing then that forex trading isn’t so common among individual investors.
There are two basic strategic approaches to forex trading – fundamental and technical. This analysis is interested in the ‘why’ – why is a forex market reacting the way it does? Forex and currencies are affected by many reasons, including a country’s economic strength, political and social factors, and market sentiment.
A better trading experience
You will also need to apply for, and be approved for, margin privileges in your account. Once you’re ready to move on to live trading, we’ve also got trade forex a great range of trading accounts and online trading platforms to suit you. Cross currency pairs, known as crosses, do not include the US Dollar.
What is leverage in forex?
Market sentiment, which is often in reaction to the news, can also play a major role in driving currency prices. If traders believe that a currency is headed in a certain direction, they will trade accordingly and may convince others to follow suit, increasing or decreasing demand. Supply is controlled by central banks, who can announce measures that will have a significant effect on their currency’s price.
Which Currencies Can I Trade in?
Economic data is integral to the price movements of currencies for two reasons – it gives an indication of how an economy is performing, and it offers insight into what its central bank might do next. Unless there is a parallel increase in supply for the currency, the disparity between supply and demand will cause https://www.artmajeur.com/en/bbmnhtn/news/1063640/how-to-invest-in-bitcoin-what-you-need-to-know its price to increase. Similarly, a piece of negative news can cause investment to decrease and lower a currency’s price. This is why currencies tend to reflect the reported economic health of the region they represent. A spot exchange rate is the rate for a foreign exchange transaction for immediate delivery.
Fundamental Analysis
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 https://www.investopedia.com/articles/forex/11/why-trade-forex.asp value, then the more favorable exchange rate would increase the profit from the sale of blenders, which offsets the losses in the trade. Forex trading in the spot market has always been the largest because it trades in the biggest underlying real asset for the forwards and futures markets.