How To Invest In Cryptocurrency In 2022

Deal only with reputable exchanges and digital wallet providers. Now its investors are reeling from painful losses and asking if it was all a get-rich-quick scheme. The price of the popular crypto meme token dogecoin jumped Friday after Elon Musk indicated that his private space exploration firm SpaceX would begin accepting it as payment for merchandise.

Rather than of the coin itself allows you to benefit from the business proceeds of these companies, which are in part generated by crypto. You can also buy shares of companies that make crypto-related hardware, such as Nvidia and AMD. Buying tokens is the most straightforward approach to crypto. But other opportunities exist for exploring the crypto world while potentially protecting your money from seesawing swings. Underscore a growing desire from powerful government and corporate institutions to quickly legitimize crypto in much the same way as stocks and bonds.

FTX US Derivatives is an exchange and clearinghouse specializing in cryptocurrency derivatives. Coinbase Commerce allows merchants to accept multiple cryptocurrency payments from global customers. For lucky miners, the Bitcoin rewards are more than enough to offset the costs involved. But the huge upfront cost is also a way to discourage dishonest players. If you win the right to create a block, it might not be worth the risk of tampering with the records and having your submission thrown out — forfeiting the reward. In this instance, spending the money on energy costs in an attempt to tamper with the historical record would have resulted in significant loss.

After all, if these cryptocurrencies and digital assets are decentralized and beyond government authorities’ control, why should you have to worry about paying taxes on them? Well, unfortunately, taxes are something that is written into the laws of the majority of countries on the planet. While you may avoid being noticed for a short time, if you make big profits in crypto, you will likely need to transfer some of that money into a traditional bank account to use it.

That’s how personal finance expert Suze Orman initially did it. She recently told NextAdvisor about how she invested in MicroStrategy, a cloud computing firm that holds billions in Bitcoin, because its CEO was putting all of the company’s working capital into Bitcoin. She figured if Bitcoin increased in value, so would the value of Microstrategy’s stock.

In return, these investors are allocated tokens at a lower price with a promise to sell them at a much higher price when listed on an exchange. The cryptocurrency market is controlled by the large ‘whales’, pretty much like the ones that place thousands of Bitcoins in the market order books. They have patience; they wait for innocent traders like you and me to make a single mistake that lands our money to their hands due to avoidable mistakes.

How To Get Started

Give it a try and see what your asset allocation should look like. These risks aren't to say that cryptocurrency cannot serve as a long-term investment. It's simply important to identify the potential threats you may face as a crypto investor.

The Rule Builder is a drag-and-drop interface that allows traders to easily create and backtest trading bots without writing any code. It’s very easy to use, comes with pre-defined trading strategies and takes just one click of the button to start live trading. Your public key, on the other hand, is derived from the private key through a hash and everyone else can see it.

  • As an Analyst for ARK’s Next Generation Internet strategy, Frank focuses on Cloud Computing, Software-as-a-Service, and Cryptoassets.
  • And if you want to try out the R.O.H.A.S. Crypto Valuator, head over to the Future Money Wallet and create a free account.
  • The investing strategy requires you to identify more stable assets that will be around for the long term.

Perhaps the worst kind of cryptocurrencies are MLM coins like the now infamous scam Bitconnect. Ideally, you’ll want to invest in a project with tokens that have lots of utility, giving people a reason to hold on to them. This lowers the token’s velocity, in turn increasing the average network value. Token velocity is an indication of how much people respect the value of that particular token.

This is a cryptocurrency that's considered an "altcoin" - an alternative to Bitcoin. It originally started as a joke and is often called a "memecoin," with its logo showing a meme of a Shiba Inu dog. Its large community of supporters on Reddit have kept it popular after they helped fuel its surge in market value to nearly $50 billion at the start of 2021.

A number of exchanges, similar to those used for traditional investments, are available. But, just like investing in any asset, doing your research on a particular currency prior to investing may be wise. If you’re wondering how to invest in cryptocurrency for the first time, the following five steps can get you started. Introduction to cryptocurrency Cryptocurrency began as a decentralized digital money used to make payments online, although its use has evolved. While it’s still a very nascent asset class, it’s recently made big strides toward maturity in financial markets.

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Dividend stocks pay investors from their earnings — some examples of companies that pay their investors every few months are tech giants Apple and Microsoft. With a properly set investmentalk.com up dividend plan, investors can receive income from their stock investments every month. Consulting with an expert could be a good way for me to be safe during this process.

No law requires companies or individuals to accept bitcoin as a form of payment. Instead, bitcoin use is limited to businesses http://travislxid386.bearsfanteamshop.com/5-best-cryptocurrencies-to-buy-now-before-they-shoot-up-in-august and individuals that are willing to accept bitcoin. Additionally, regulation https://investmentalk.com/ of cryptocurrencies could change at any time, potentially altering each cryptocurrency's investing outlook. The technology powering bitcoin—and all other cryptocurrencies—is called blockchain.

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"