Tony Carrion is an Elliott wave specialist, investor and trader who covers intraday analysis on eleven major currencies for Elliott Wave International. Prior to joining EWI, in 2000 he formed an independent online research service, Market-Harmonics.com, providing research reports and market letters covering equities, futures and forex. When the market is trending upward, resistance levels begin to form, price action slows and the price is pulled back to the trendline. Cryptocurrency traders pay close attention to the support levels of an ascending trendline, as they indicate an area that helps prevent the price from dropping substantially lower. Likewise, in a downward trending market, traders will keep an eye on the sequence of declining peaks to connect them together into a trendline.
The Portuguese currency is the Euro, but you can be paid in cryptocurrency and pay for items with crypto visa cards – it’s a win-win situation for crypto traders and investors. The information provided does not constitute, in any way, a solicitation or inducement to buy or sell cryptocurrencies, derivatives, foreign exchange products, CFDs, securities, and similar products. Comments and analysis reflect the views of different external and internal https://www.bitrates.com/guides/crypto-buying-selling-trading/5-basics-to-becoming-a-crypto-trader analysts at any given time and are subject to change at any time. Moreover, they can not constitute a commitment or guarantee on the part of PrimeXBT. It is specified that the past performance of a financial product does not prejudge in any way their future performance. The foreign exchange market and derivatives such as CFDs , Non-Deliverable Bitcoin Settled Products and Short-Term Bitcoin Settled Contracts involve a high degree of risk.
Margin Trading Trading With Leverage
This means you can trade at any time of day or night and make money. However, you must determine the most active hours during which you can trade and profit. By performing various statistical calculations on historical price data, you attempt to uncover trends in the market. Technical trading is based on the belief that past prices have some effect on what future prices will be. The main starting point for trading cryptocurrencies is to own some amount of your chosen currency and to have the means to exchange that currency. In English with a https://canvas.instructure.com/eportfolios/850895/charliexbrl754/Cryptocurrency_Trading_For_Beginners Specialization in Business from UCLA, John Csiszar worked in the financial services industry as a registered representative for 18 years.
- Let’s now determine the appropriate place to go buy Bitcoin and what are the technical conditions that need to be satisfied.
- Whole Bitcoins can be expensive these days, so consider buying fractions of a coin to start if you don’t have a big bankroll.
- Cash App lets you buy/sell/send/receive/store Bitcoin just like Coinbase.
- Despite these drawbacks, crypto enthusiasts interested in trading a wide range of lesser-known cryptocurrencies will find what they are looking for on BitMart.
- And, very important, a cryptocurrency exchange has to be liquid.
- Unlike its peers, such as Robinhood and Venmo, Cash App also lets users withdraw their Bitcoin to third-party wallets, which makes it stand out from its competition.
The frequency in question is routinely on the order of dozens of trades per second—far beyond the capability of a human trader. Betterment and Wealthfront are both solid options for low-cost, long-term investing. Find out how their features compare to decide which one is right for your needs. These days, most mining is done by companies with vast server farms processing equations 24/7, making it hard for an individual miner to compete.
You should consider whether you can afford to take the high risk of losing your money. Two of the best exchanges when it comes to the variety of currency pairs are Kraken (over 30 unique cryptocurrencies with 85+ fiat/crypto and 65+ crypto/crypto pairs) and Coinbase . Ensure that you research the following criteria before choosing a cryptocurrency exchange. Before you start trading crypto, we have put together some simple steps to help minimize your losses. Some cryptocurrencies are created through a process called ‘mining’. Here’s our recent research on which US states are best for cryptocurrency mining.
Who Is The Most Successful Crypto Trader?
While BitMart has promised to reimburse users, the hack has made a substantial dent in the exchange’s reputation. Moreover, BitMart suffered a security breach in December 2021 that resulted in the loss of $196 million in user funds. However, the MFI rating for a time sometimes changes after you have already traded, making it harder.
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"