We’ve maintained this reputation for over four decades by demystifying the financial decision-making process and giving people confidence in which actions to take next. Bankrate senior reporter James F. Royal, Ph.D., covers investing and wealth management. His work has been cited by CNBC, the Washington Post, The New York Times and more. Your account is protected by industry-leading security protocols. Cryptohopper works closely together with exchanges and regulators.

Find out more about a range of markets and test yourself with IG Academy’s online courses. Due to the spread, your position needs to move a certain distance before you’re in profit, and this represents our fee for the trade. You would also need to pay a fee if you want to keep your position open overnight. Our pricing algorithm looks across multiple exchanges and derives a fair mid-price, adding a number of points either side – known as the spread – to produce the price we publish on our platform.

To start buying cryptocurrency on Coinbase, you need to register an account and provide ID verification, bank details and phone number. Also, Coinbase is a relatively safe crypto exchange site with 98% of its coins is stored offline. If you’re a US resident, your Coinbase wallet is insured by the FDIC up to $250,000. They also offer mobile app for Android and iOS too, making it much easier to manage and trade cryptocurrency on the go. In crypto, it’s important to know what a cryptocurrency exchange is.

best crypto trading platform

We shortlisted some deposit and withdrawal options in the table below, but Binance, Kraken, Gemini and Luno seem to have lowest commission rates. On the contrary, if you’re looking for a fast, cost-effective, and hassle-free way of entering the market, white-label cryptocurrency https://anon-system-review.com/ exchange solutions might be perfect. Additionally, it minimizes the risks for your cryptocurrency software development company, since white-label products from reliable sources are well-tested. Cryptocurrency is going to replace traditional currency in the near future.

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Most crypto exchanges are regulated, meaning there are certain consumer protections in place to protect users from fraudulent activity. The main exception to this is decentralized exchanges https://cointelegraph.com/trading-for-beginners/how-to-trade-crypto... , as they are inherently unregulated and not centrally controlled. Overall, Gemini offers both individual users and institutional investors a highly-secure way to invest in https://writeablog.net/roheremrjg/one-of-the-things-that-we-like-ab... cryptocurrency.

Although it’s the cheapest Bitcoin exchange, Robinhood doesn’t make as good a case for its payment method versatility. You can deposit and withdraw from your account using ACH transfers from a linked bank account. In terms of trading methods, you can make purchases using bank wire transfers , as well as credit and debit cards. Finally, you can make a Coinbase crypto wallet, which will also lift the $25,000 daily trading limit for wire transfers. However, e-wallets are a pretty popular choice, and some of these platforms have crypto wallets of their own you can use.

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"

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