How To Invest In Cryptocurrency 2022

Their ordinary income tax burden would not be affected at all. Best of all, if you see a user whose strategy you trust and admire, you can use eToro’s novel CopyTrader™ feature to automatically duplicate their portfolio and activity. The net result of enabling CopyTrader™ is that you essentially get an actively managed account for free, unlocking the ability to passively invest in crypto without FOMO on market moves. If you were hoping to buy crypto through your bank, you should know that the majority of financial institutions do not enable the exchange of crypto on their platforms. There are countless reasons for this – regulatory barriers, security concerns, disinterest – but the bottom line is that you’ll likely have to start fresh on a new platform. With cryptocurrency specifically, https://edwinyoby277.edublogs.org/2022/05/30/how-to-start-investing-in-cryptocurrency-in-six-easy-steps/ you run the risk of losing your entire investment.

Cryptocurrency blockchains resemble old-fashioned bookkeepers' ledgers, except that the ledger is electronic, and everyone with access to the ledger can also be the bookkeeper. Connect the wallet that holds the cryptocurrencies that you want to sell, and make sure the exchange you’ve chosen supports both that wallet and the asset in question. Perhaps the most important thing when investing in anything is to do your homework. This is particularly important when it comes to cryptocurrencies, which are often linked to a specific technological product that is being developed or rolled out. When you buy a stock, it is linked to a company that is subject to well-defined financial reporting requirements, which can give you a sense of its prospects.

Another popular method of evaluation is through technical analysis. This involves analyzing historical price chart data to discover patterns in the market’s behavior. This can help understand trader behavior, and metrics like daily trading volume, prominent support and resistance levels, and certain technical indicators can paint a broader picture of its prospective potential. Unlike DEXs, centralized exchanges are reliably fast, with multiple teams of dedicated experts working to optimize the platform for the best possible experience. Additionally, while CEXs are bigger targets for hackers, they’re also more likely to reimburse you for losses than an exchange with no central authority. Most CEXs also have built-in on-ramps to exchange fiat currency for crypto, but some decentralized exchanges offer this feature too.

Learn how they work, if they're secure, and what you can do to secure your cryptocurrency. As an investor in cryptocurrency, you need to decide how much of your portfolio to allocate to digital assets. After your purchase is complete, the information you need to access your cryptocurrency is held in a digital wallet. That crypto wallet can be hosted either by the cryptocurrency exchange or an independent wallet provider. Many cryptocurrency projects are untested, and blockchain technology in general has yet to gain wide adoption. If the underlying idea behind cryptocurrency does not reach its potential, long-term investors may never see the returns they hoped for.

As a refresher, there are generally three ways to gain exposure today; 1) buying cryptocurrencies directly from an exchange, 2) mutual funds, exchange-traded funds and grantor trusts, and 3) private placements. Option 1, buying directly from an exchange, we do not advise. The technology is complex, and the speculative https://investmentalk.com/ investment risks are high. We are hopeful that regulators may soon approve mutual funds and ETFs backed by the digital assets themselves – maybe as soon as 2022. Until that day comes, though, we prefer that qualified investors turn to Option 3, professional management through a private placement.

Will you own a portion in the company or just currency or tokens? Being a part owner means you get to participate in its earnings (you’re an owner), while buying tokens simply means you're entitled to use them, like chips in a casino. Cryptocurrencies, on the other hand, are more loosely regulated in the U.S., so discerning which projects are viable can be even more challenging.

For example, if gambling strategies change or new laws are applied that could affect the economic conditions and long-term prices of your investment, it is likely that you should reconsider selling beforehand. When you constantly move in and out of the market, you run the risk of missing out on a profitable opportunity while you are outside the market. With the long-term investment strategy, you are always in the market. Omega Oneis poised to make crypto trading cheaper and simpler, all while helping stabilize the market as a whole, providing a benefit to both new and seasoned investors alike. Sites like Coin Market Cap are great resources for choosing an exchange, as they can provide you with information on trading volume, market values, and most frequently traded pairings.

Instead of buying or selling crypto directly through exchanges, Omega One users simply create a wallet on the platform and do all of their trading through it—no need for multiple accounts. When you want to make a transaction, you place the order through the platform. Once the system verifies that you have the funds to make the trade, it locks the transaction.

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"