How, When And Where To Buy Bitcoin In 2022 ? A Beginner's Guide

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.

  • You could be a monkey and you could throw a dart at any crypto and you would make a lot of money.
  • It might be a little more belligerent than a lot of the conversations I've had on the podcast.
  • Crypto exchanges claim they do not do margin trade.
  • This means it can not have any images, web links, or various other material.
  • Even if you win money through dumb luck, you have lost time and energy, which means you have lost.

The downside to conducting transactions with cash is that you have to physically meet with the person. Also, you never know who you are dealing with when it comes to cash, so it’s important to take the appropriate steps to protect yourself. https://bitcointimesmedia.com/ We agree on a price, I pay you, you send me the bitcoin. But the methods for investors who want to do so via a traditional brokerage account are extremely limited. In fact, there's really only one way to get direct Bitcoin exposure.

Your potential gain is related directly to whether you own the currency directly or via futures contract. By owning Bitcoin directly, your profit increases by a dollar with every dollar increase in the currency. In contrast, with futures you can gain much more quickly without having to front as http://jaspersqnu395.yousher.com/breaking-bitcoin-conference much capital. However, your downside is more limited by owning directly, while you can lose more money with futures. As you’re considering how to buy Bitcoin, you’ll want to evaluate the following factors, since they should influence your choice of where to buy it or whether to ultimately avoid it altogether.

Schwab Us Dividend Equity Etf

Nakamoto was responsible for creating the majority of the official bitcoin software and was active in making modifications and posting technical information on the bitcoin forum. There has been much speculation as to the identity of Satoshi Nakamoto with suspects including Dai, Szabo, and Finney – and accompanying denials. The possibility that Satoshi Nakamoto was a computer collective in the European financial sector has also been discussed. Coinbase has set its minimum bitcoin investment deposit guidelines quite clearly.

I would be careful if I had a lot of my net worth in altcoins. I would be very careful, even stablecoins have issues. We just saw this week, the stuff going on with Luna and UST, their stablecoin, they lost their peg. I think the last time I checked it was like 85 cents to the dollar. They bought a bunch of Bitcoin and they have given all that Bitcoin back in order to try to stabilize their currency. So, I would tell people, yeah, I probably would avoid it.

When Should I Buy Bitcoins?

There are also several options for the crypto currency you hold in your digital wallet, like decentralized finance and NFTs. Finding the best altcoins to invest in is not an easy task. The cryptocurrency market has witnessed a broader selloff lately, so there are a lot of cheap cryptos to invest in. In this article, I’m covering three cheap coins with stunning price predictions.

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"

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