There is still a lot of Ethereum held by ICO treasuries that could dump their tokens. Granted, Ethereum had a strong 2020 and is even stronger at 2021, because it could turn around at any given time, trading is the better option and proves that buy and hold isn’t always safe. The more than 60% crash mid-2021 is all the evidence necessary. Social volume, sentiment, and engagement rose significantly over the last year when shorting Ethereum was among the most profitable strategies. https://canvas.instructure.com/eportfolios/819064/griffinqryk412/Is_Ethereum_A_Good_Investment_While_Its_Still_Below_4500_Price_Prediction_Pros_And_Cons Investopedia requires writers to use primary sources to support their work.
If your investment horizon and risk tolerance are suitable for these investments, our analysis pointed to the benefits of investing more in stocks than cryptocurrency. However, it also found that holding a small proportion of cryptocurrency investments can also be useful. In fact, only about 1,300 businesses have come to accept this cryptocurrency as payment since its inception.
The question is, will market participants decide that crypto will be worth more, or less in the future? The whole ecosystem just got slammed as risk appetite was reduced, and the minor coins in particular have been roadkill. We suspect most of them will remain that way because they lacked the critical mass to be self-sustaining when trouble hits. Per Hobbes, life has indeed proven nasty, brutish, and short for many of them.
- Is the currency already developed, or is the company looking to raise money to develop it?
- Blockchain is a digital ledger—or record—of transactions managed by a decentralized network of computers and plays a crucial role in cryptocurrency systems.
- This makes crypto a very poor choice for conservative investors, or anyone who may need to access their money in an emergency.
- Historical and current end-of-day data provided by FACTSET.
The most recent one, on April 8, didn’t affect airdrops — rewards based on a percentage of users’ deposited amounts. Many of the offers appearing on this site are from advertisers from which this website receives compensation for being listed here. This compensation may impact how and where products appear on this site . These offers do not represent all available deposit, investment, loan or credit products.
For cryptocurrencies it made Germany, and also the Netherlands, which apply the same rules, to tax havens. While many cryptocurrencies have increased in value, they can be volatile and aren't backed by a government. For some, the lack of government involvement is an advantage. Whether it's a good investment for you depends on your age, risk tolerance, overall financial strategy, and whether you can afford to lose what you put into cryptocurrency. While cryptocurrencies like Bitcoin and Ethereum can also be traded in the short-term, you should think about investing in the newer cryptocurrencies.
2021 is already off to a bullish start for Ethereum, with the coin reaching a new all-time high above $2,000 per ETH due to unprecedented demand for the token to pay for gas fees. Newcomers are out for blood, but because Ethereum’s ecosystem has grown so large, there’s very little chance of anything beating it. Whatever these projects end up being or whatever shape they take next, Ethereum and investors are the beneficiaries. The recent DeFi bandwagon has led Ethereum to outperform Bitcoin and nearly all other altcoins, making it one of the best investments in 2021. It depends on a variety of factors, and your risk tolerance above all. If you are definitely going to need the money you are investing, you should choose a low-risk strategy like a CD.
Approximately 9.5 million customers traded cryptocurrencies on the app in the first quarter, up from 1.7 million in the fourth quarter of 2020. The ongoing COVID pandemic is likely one of the main reasons why. With fewer outlets for spending, plus two stimulus checks since January, many Americans had more money on hand. The personal savings rate was 27.6 percent in March of 2021. Further, the stimulus portion of that savings was essentially a windfall for anyone who stayed employed during the pandemic.
Is It Too Late To Profit From Bitcoin?
If you are planning to invest in cryptocurrencies, these tips can help you make educated choices. The first cryptocurrency was Bitcoin, which was founded in 2009 and remains the best known today. Much of the interest in cryptocurrencies is to trade for profit, with speculators at times driving prices skyward. High-yield savings https://www.forbes.com/advisor/investing/cryptocurrency/what-is-bitcoin/ accounts, certificates of deposit and savings bonds are investments that are less risky than stocks. As you continue to learn how to invest in cryptocurrency, take the initiative to read the fine print before you start an account. The company’s prospectus will provide you with insight into the company’s inner workings.
Some platforms will also accept ACH transfers and wire transfers. The accepted payment methods and time taken for deposits or withdrawals differ per platform. Equally, the time taken for deposits to clear varies by payment method. If you own cryptocurrency, you don’t own anything tangible. What you own is a key that allows you to move a record or a unit of measure from one person to another without a trusted third party. Kylie Ora Lobell is a personal finance writer with over 10 years of experience working with publications like MoneyGeek, Slickdeals, LegalZoom, OppLoans, SoFi and TaxAct.
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.
These ledgers are public and once transactions are recorded, they can’t be changed. Blockchain technology offers key benefits such as accuracy, transparency, and speed. If you’re trading the cryptocurrency market movements without actually buying them, make sure you aren’t paying a ton of commission fees for holding your positions overnight. Consult with your broker before developing your swing-trading strategy.
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"