Cryptocurrencies With Highest Trading Volume

Trading of crypto derivatives does not entail actual buying or selling of bitcoins or any other crypto. The value of the crypto derivative contract changes with the change in price of the underlying cryptocurrency. Thus, trading crypto derivatives in an alternative way to get exposure to an underlying cryptoasset or cryptocurrency. Firstrade clients can now invest in a variety of cryptocurrencies, with 37 coins available for trading. Download the Firstrade trading app to start your sharemontinvestments.com journey today.

16 May 2022 Cryptocurrency mining is a process by which new blocks of coins are created, a function used by the most well-known crypto, Bitcoin. An entity that is not established in the EU or regulated by an EU National Competent Authority. The entity falls outside the EU regulatory framework i.e.MiFID IIand there is no provision for an Investor Compensation Scheme. You will not benefit from the protections available to clients receiving regulated investment services. Start earning up to 14% APY on the most popular crypto assets.

  • If you have already invested in an offering you think may be fraudulent or you have been asked to pay additional money to get back money from an investment, report it to the SEC or CFTC.
  • Further, the Bitsgap login process is quite simple and can be completed within minutes.
  • Fees with caps apply for end users on transactional pricing for cryptocurrency trading on both TT Standard and TT Pro.
  • These new cryptocurrency are known as stablecoins, and they can be used for a multitude of purposes due to their stability.
  • Get access to your funds right away and trade with instant funds settlement.
  • Others offer courses and articles on site to help you learn about crypto markets, history, and innovations, such as Gemini’s Cryptopedia or Binance Academy from Binance.

To be a profitable trader, you will need a suite of applications from data portals and news aggregators to portfolio trackers. They all work in tandem to offer you real-time data you can use to make better trading and investment decisions. A crypto day trading strategy allows the trader to take full advantage of cryptocurrency assets’ price volatility. As mentioned earlier, virtual assets are currently extremely volatile, which works to the advantage of a day trader. If you want to learn how to trade cryptocurrency, you’re at the right place.

Todays Cryptocurrency Prices, Charts And Data

It can be quite helpful in case you need to do it quickly when, for example, the market starts to crash or you just want to fix your earnings. Stop loss, trailing stop loss, trailing take profit and other risk management tools. Furthermore, the platform also offers third-party crypto signals Marketplace. Each time the buy limit order is filled, a new sell order is placed by the bot right above that price. And vice versa, a new buy order is placed below any filled sell order.

Trusted by millions since 2011 with over $1 Trillion in crypto transactions. As you can see in the image below, a selection of different crypto CFDs are available for trading on the Plus500 platform. If you anticipate moving your crypto off of an exchange, you should choose a platform that allows a certain amount of fee-free withdrawals, like https://canvas.instructure.com/eportfolios/819064/griffinqryk412/Cryptocurrency_Trading_Platform_Mobile_Apps_For_Free Gemini. On a basic level, makers are orders that add liquidity to an exchange, meaning they do not fulfill standing orders. Takers, meanwhile, remove liquidity from an exchange by completing orders that are waiting for a trade. Depending on the exchange, maker fees are usually slightly less than taker fees, although this isn’t always the case.

Become Part Of A Global Community Of People Who Have Found Their Path To The Crypto World With Cex Io

Mining can be an energy-intensive process in which computers solve complex puzzles in order to verify the authenticity of transactions on the network. As a reward, the owners of those computers can receive newly created cryptocurrency. Other cryptocurrencies use different methods to create and distribute tokens, and many have a significantly lighter environmental impact. Cryptocurrencies let you buy goods and services, use apps and games or trade them for profit. Here's more about what cryptocurrency is and how to protect yourself.

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"