Is Crypto A Good Investment In 2022?

Though staking has its risks, it can allow you to grow your crypto holdings without buying more. Before putting money into crypto, both experts stressed the importance of having a secure personal financial situation and clear investment plan. "If you dollar-cost average on the way down and also on the way up, it will smooth out that volatility and also enhance returns," said Ross. For investors, more people using the Ethereum network means more support for the value of your investment, so competitors pulling users away could hinder Ethereum’s value over time. The crypto news outlet Coinpedia predicted ETH could end 2022 between $6,500 and $7,500 if the same bullish upswing that started in mid 2021 were to continue. However, 2022 brought a bearish downturn in the crypto market, making it clear that Ethereum’s price is not going to rise from sentiment alone.

She has also been published in New York Magazine and the Los Angeles Times. Instead, you can exchange the value for gift cards or you can get BitPay, a debit card that will convert your cryptocurrency into USD. You may be able to use your crypto assets to make purchases, but generally, stores and merchants haven’t widely accepted them as legal tender. But if you wanted to make legitimate changes to the data , then you’d just use a cryptographic key, like a password. The smart thing about blockchain is that you can only add data to code. That’s to ensure that the ownership history will always remain intact.

Why does a cryptocurrency have to be “more secure” than its fiat alternative? I think an argument can be made that it is secure in ways you have not noted (no government can print more at their whim, devaluing what you own–which is a form of insecurity inherent to all fiat). That said, the root of this issue is the bias toward the overuse of market price volatility as a measure of risk.

  • The speed has the added advantage of being less expensive for users as well.
  • High volatility measurements mean higher highs and lower lows, while lower volatility means more level returns.
  • Picture your finances as an ice cream sundae, with crypto as the cherry on top.

What is easy to say in retrospect is a hard question to answer in the present. Sometimes a coin starts to rise, and after it passes a key line of historical resistance, and many believe it to be at the peak of a bubble, the real rally just begins. If you’ve been hearing about cryptocurrencies a lot these days, you may feel like it’s a good opportunity to make a quick profit. But if you’re just jumping on the bandwagon and take no steps to educate yourself about how the technology and the market work, you risk losing money. Bitcoin is not backed by a major government or asset, so the value is based on others' willingness to use and trade the currency.

An alternative to traditional money issued by a government, cryptocurrency is a digital form of currency that can be bought, sold, and spent through secure online transactions. Cryptocurrencies can be held as an investment or used as regular money to buy goods and services. At the moment, you can choose from a nice selection of cryptocurrency savings accounts.

Webull, founded in 2017, is a mobile app-based brokerage that features commission-free stock and exchange-traded fund trading. It’s regulated by the Securities and Exchange Commission and the Financial Industry Regulatory Authority . Therefore, learn about blockchain technology, do a thorough due diligence on any project -- from its technology to business model to execution. Learn about the "problem" it is trying to solve and what solution it's offering -- both from a technological perspective and https://canvas.instructure.com/eportfolios/819064/griffinqryk412/Is_Ethereum_A_Good_Investment_While_Its_Still_Below_4500_Price_Prediction_Pros_And_Cons a business perspective. Those who are bullish about Bitcoin being extensively used as digital cash believe it has the potential to become the first truly global currency. Regulators may also crack down on the entire crypto industry, especially if governments view cryptocurrencies as a threat rather than an innovative technology.

Though Ether continues to hover near $2,000 Tuesday, it still represents a lifetime return on investment of over 700,000% at the time of writing. A differentiating feature for Ethereum — unlike Bitcoin and other cryptocurrencies — is its utility as a software network that allows developers to build and power new tools, apps, and NFTs. Bitcoin’s price had a wild ride in 2021, and in November set another new all-time high price when it went over $68,000. This latest record high follows previous high points over $60,000 in April and October, as well as a summer drop to less than $30,000 in July.

Cryptocurrency Investing: Profiting Within Weeks

With ongoing developments happening within the CRO ecosystem, as well as in the overall crypto market, we may see CRO reach new heights. Do you think this https://www.forbes.com/advisor/investing/cryptocurrency/what-is-bitcoin/ market performance of CRO could make it a 2022? In this case, let’s head to the charts and find out in this CoinQuora CROprice prediction2022 article.

Some traders can make money this way, but most people are better off just buying and holding their cryptocurrency for the long term. In fact, even from a mathematical standpoint, long term investment is generally more favourable than short term investment. According to the Wharton School of Business, the median return for most altcoins are less than the mean return. This means that most days you lose money or make very little money, however, such days are heavily compensated by a few big outliers. Hence, the fundamental strategy of an altcoin portfolio is to hold long enough to experience a ‘outlier move’ in the market.

The worst week of cryptocurrency returns from 2017 to the end of 2021 was a stomach-churning loss of 39.5%. Most recently, Cryptocurrencies lost 14% of their value in early 2022. Updates are frequent and require a lot of computing power to maintain. A miner processes the transactions and logs them in the Dogecoin blockchain known as Dogechain. More to the point, their computer uses specialized software to confirm the transactions by solving complicated math equations.

It can take a lot of work to comb through a prospectus; the more detail it has, the better your chances it’s legitimate. But even legitimacy doesn’t mean the currency will succeed. That’s an entirely separate question, and that requires a lot of market savvy.

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"