Cryptocurrency Investing Cryptocurrency Investment Types

The Bitfinex REST and Websocket APIs are designed to facilitate access to all features of the Bitfinex platform, allowing full integration with traders’ own products and platforms. Bitfinex offers a suite of order types to give traders the tools they need for every scenario. Please note that is always advisable to conduct thorough research on any cryptocurrency before buying or investing because there are significant risks involved. Finder.com provides guides https://www.fxstat.com/en/user/profile/brennartjm-305332/blog/37160243-Digital-currency,-the-beginners-guide and information on a range of products and services. Because our content is not financial advice, we suggest talking with a professional before you make any decision. There’s much to gain and lose in the volatile cryptocurrency market.

  • ACH deposit is typically your cheapest option to fund your account –– it’s free on most platforms.
  • Of course, government policies and regulations that seek to ban or limit the sale of cryptocurrencies will also affect its price.
  • Automated cryptocurrency trading makes it easy to use DCA bot on autopilot.
  • Many state and federal governments are still figuring out how exactly they want to treat cryptocurrencies from a legal and tax standpoint.
  • CFDs trading are derivatives, which enable you to speculate on cryptocurrency price movements without taking ownership of the underlying coins.

Whether arbitrage bots, coin lending bots, margin trading or leverage bots, and market maker bots, traders have an array of approaches at their disposal. They’re software programs that execute functions using artificial intelligence based on pre-established parameters. Krakenis one of the oldest U.S. crypto exchanges, founded in 2011, crypto’s Paleolithic era.

The World’s Fastest Growing Crypto App

CFDs trading are derivatives, which enable you to speculate on cryptocurrency price movements without taking ownership of the underlying coins. You can go long (‘buy’) if you think a cryptocurrency will rise in value, or short (‘sell’) if you think it will fall. Opening an account on a cryptocurrency exchange works in a similar way to signing up for an online brokerage account. If you are looking to purchase cryptocurrencies, signing up for a crypto exchange can be your best option to get started.

<img src="data:image/jpeg;base64,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"