Is Cryptocurrency A Good Investment?

A couple countries, namely El Salvador and Central African Republic, have even made it legal tender. Scared by a plunge or thrilled at the prospect of buying in cheaper? Either way, here are five things that you need to do when cryptocurrency prices crumble.

Dow Jones Industrial Average, S&P 500, Nasdaq, and Morningstar Index quotes are real-time. Verify your identity, personalize the content you receive, or create and administer your account. We’d like to share more about how we work and what drives our day-to-day business. Proof-of-work mining can be thought of as a controlled way of wasting energy.

But, in March, the Dallas Mavericks started allowing it as payment for tickets and merchandise. Dogecoin was recently used to buy a plot of land in Rhode Island. And Geometric Energy Corporation is paying the Elon Musk-owned company SpaceX in the cryptocurrency to launch a satellite to the moon.

  • These scams are prominent, and they took in more than $2.8 billion worth of crypto in 2021.
  • His work has been cited by CNBC, the Washington Post, The New York Times and more.
  • For instance, you might be asked to enter a username and password to start a transaction.
  • This makes cryptocurrency investing highly risky but also potentially rewarding for clients who have the right risk profile.
  • And, in all likelihood, it may cause relatively few disruptions to a company’s internal functions, since the “hands-off” approach keeps crypto off the corporate balance sheet.
  • Palantir also recently invested in special purpose acquisition companies and, in May, announced it would take Bitcoin as payment, although the company hasn’t yet added crypto to its investment portfolio.

In her spare time, she loves to blog, play badminton and watch out ted talks. We commit to never sharing or selling your personal information. That said, the price action on this crypto has been breathtaking. Cardano currently sits at a low price of $1.41 (as of Nov. 2021). It’s nearly identical to Bitcoin, but transactions are faster – which is one of its biggest draws. Number of coins –Bitcoin has a limit of 21 million coins once all are found, but Litecoin will have 84 million.

Investors can also use SALIto find information about certain people who have had judgments or orders issued against them in SEC court actions or administrative proceedings. Complicated jargon and language that is difficult to understand.Fraudsters often use complex new technologies to perpetrate investment schemes. Investors should always be suspicious of hard to understand pitches that accompany promises of outsized returns. Sometimes the language includes spelling, grammar, and typographical errors that can make the description confusing – another red flag the “investment” could be a scam. Investing in crypto can be an exciting way to boost your portfolio and make some money. However, before you risk any of your hard-earned money on crypto, do your research and ensure that you have the tolerance for this type of investing.

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 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.

We’ve talked to people who havetaken out a mortgageorcashed out their entire 401 earlyto invest in cryptocurrency—heck no! Don’t put it all on the line and risk your financial future, your retirement dreams and your family’s well-being. If you can’t afford to lose the money, don’t invest it in something as unstable as crypto. Because it’s exchanged person-to-person withoutanyrealregulations, there’s no pattern to https://gobellrlwy.doodlekit.com/blog/entry/21261596/is-ethereum-a-good-investment the rise and fall of its value.

Digitalcoin Price

As your first task in your “job,” these scammers send you a check to deposit into your bank account. (That check will turn out to be fake.) They’ll tell you to withdraw some of that money, buy cryptocurrency for a made-up “client,” and send it to a crypto account they give you. But if you do, the money will be gone, and https://www.forbes.com/advisor/investing/cryptocurrency/what-is-bitcoin/ you’ll be on the hook to repay that money to your bank. But those with long memories know that cryptocurrency is no stranger to volatility. In 2017, Bitcoin hit an all time high before falling 50% just a month later. And investors can easily trade cryptocurrency via platforms like Coinbase, some brokerages and Venmo.

A big thing to know about how to invest money is that it’s important to be careful and understand what you’re getting into. Find out what’s available and learn about the underlying technology. For example, one reason I have Ethereum is its underlying utility in executing smart contracts and its ecosystem for building online apps.

This news spilled over into other crypto markets, as traders worried that selling would beget more selling. Then late in 2021 the Federal Reserve decided to reduce liquidity in the financial system, and many cryptos have been on a significant downturn into 2022. That volatility attracts traders looking to make a profit, but it’s nerve-wracking, especially for new investors looking to get started. And traders can expect plenty more of this volatility in the future, as new cryptocurrencies emerge and others fall by the wayside.

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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"