Cheapest Way To Buy Bitcoin Btc In May 2022

But they have certain limitations that make utilizing cryptocurrencies in any other regards a hassle. PayPal, for instance, does not currently let users send the cryptocurrency they've bought to any other crypto wallet, although the company has said that functionality is coming. On SoFi, crypto tokens, which can typically be put up as collateral — called staking — to earn passive income, cannot be utilized in this way. The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries. Its broker-dealer subsidiary, Charles Schwab & Co., Inc. , offers investment services and products, including Schwab brokerage accounts.

  • However, in this method, you should keep in mind the amount you can buy is quite low and the fees are high too.
  • The user of this wallet type is not the holder of the private key to the cryptocurrency that is held in this wallet.
  • Morgan have begun to take notice, recently publishing a report on the future outlook of crypto markets.
  • It features common cryptocurrency like Bitcoin and Ethereum but also 22 more with the company boasting 1,788 stocks and 221 EFTs.

Because crypto is unregulated, there is nobody to contact to reset your keys and recapture your investment. Chainlink is a crypto that encourages users to participate in Chainlink’s network of oracles. Oracles send outside https://bitcointimesmedia.com/ data to a blockchain , and that data is often used to execute smart contracts. Its technology has secured more than $82 billion worth of contracts so far. LINK peaked in May 2021 at $52.20 and is currently $24.74.

If you want to invest in Bitcoin or other cryptocurrencies, then you should look for a platform that offers a broad selection. For example, if you want to invest in Bitcoin and Stock in the same bitcoin exchange, then you should select a crypto exchange that provides both investment options. A unit of Bitcoin is considered a sequence of digitally signed transactions recorded on the Bitcoin blockchain — a peer-to-peer network that operates on a cryptographic protocol. So, Bitcoin users send and receive bitcoins by broadcasting digitally signed messages to the network via their bitcoin wallets.

The Ascent's Best Places To Buy Bitcoin:

The site features a wide array of topics, including background as well as popular society. The XML Sitemap Index should contain the URLs of all mapped URLs. You can likewise use a free XML sitemap generator to produce a sitemap. Utilizing this approach, the XML Sitemap Index will certainly be noticeable on search engines. Or an adult, as it’s complimentary and also provides great deals of beneficial information for https://canvas.instructure.com/eportfolios/820726/lanewcjy465/Blockchain_Expo_World_Series_2022 pupils. Amongst the most preferred as well as fun sites online today, Oddee.com is a fantastic instance of an intriguing site.

The exchange has been around since 2014 and enables its users to buy Bitcoin and 10+ other cryptocurrencies very easily. Further, unlike Coinbase, depositing funds on eToro is always completely free. That said, it’s important to note that eToro does charge a fixed $5 fee if you wish to make a withdrawal in fiat currency. Cryptoassets are highly volatile unregulated investment products. To buy more cryptocurrencies, Binance is the best exchange, and one of the biggest in the world.

What Is A Cryptocurrency Exchange?

Coinbase also offers competitive prices for US residents, and so does BitBuy for Canadian residents. There's no such thing as 'one size fits all’ -- not in shirts, not in pants, and not when investing in Bitcoin. When checking an exchange's reputation, check the negative comments individually.

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"