Be sure to check your chosen crypto exchange’s requirements for the coin you want to buy. Finally, https://zenwriting.net/guochygpsp/you-can-transfer-the-coin-to-your-digital-wallet-and-you-can-then-send-them-to don’t assume that an exchange is available in your country, or even state, just because you can access its website. Many state and federal governments are still figuring out how exactly they want to treat cryptocurrencies from a legal and tax standpoint. If there’s not a lot of volume and you put an order in, that’s called slippage. You could end up buying at a higher price or selling at a lower price than you’d want. The availability of coins alone isn’t sufficient if there are no trades happening.
- Buy and sell 250+ cryptocurrencies with 20+ fiat currencies using bank transfers or your credit/debit card.
- By using DCA, you can mitigate any potential bags by bringing down the weighted average price.
- Bisq is our pick for best decentralized exchange because it allows users anywhere in the world to securely and privately buy and sell cryptocurrencies.
- While some traders like to own the currency directly, others turn to the futures market.
The San Francisco-based exchange enables investors to buy, sell, and store over 185 cryptocurrencies while charging low fees on its professional-grade trading platform, Kraken Pro. That’s why comparatively few private traders make use of algorithmic trading. This ETF does not invest directly in any cryptocurrency or digital asset. While several investment firms have submitted applications to the SEC for ETFs that hold cryptocurrency directly, none have been approved to trade in U.S. markets.
How do cryptocurrency markets work?
You don’t have to own any cryptocurrency to trade crypto derivatives. Short-term trading is about taking advantage of short-term cryptocurrency price swings by creating and executing a trading strategy. Long-term traders buy and hold cryptocurrencies for weeks, months or even years, with the intention of selling at a profit or using it later. There are lots of ways to make a profit by trading cryptocurrency. This causes a surge in the token’s price, at which point the scammers sell their own tokens — raking in lots of profit — while other investors are left holding coins they bought at an inflated price. For the purposes of this discussion, a trader is not an investor.
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"