Experts Predict How High Ethereums Price Could Go In 2022, A make

When considering cryptocurrency exchange rankings, though, both of these types of businesses are usually just thrown under the umbrella term - https://www.btcthread.com/ exchange. A standard measure of risk is volatility, or how much returns fluctuate over time. High volatility measurements mean higher highs and lower lows, while lower volatility means more level returns. Typically, steady https://www.btcthread.com/ returns have a lower potential for significant gains as investors are often willing to give up high potential returns for increased stability. Since 2013, cryptocurrencies have had weekly volatility four times higher than stocks and 26 times higher than bonds. A smart crypto investor doesn’t make decisions based on hype and noise — it's highly risky.

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.

What Are The Types Of Cryptocurrency?

Some brokers even let you start trading with a minimum of $50.If you start trading small, make sure you aren’t using margin or leverage to increase your trading power. Leverage is one of those incredibly risky tools that’s projected as an opportunity. It lets you manage a bigger account with a small initial investment by borrowing the rest from your broker. If you’re trying to test the waters by starting small, using leverage will defeat that purpose. Bitcoin, for example, has a high quantity of geographically distributed nodes and miners and has survived over 11 years of ups and downs. With Bitcoin, you can know with a high degree of certainty that no sole company, government, group or individual has control.

Crypto, on the other hand, is more of a speculative guess than an investment based on fundamentals. The price is highly volatile, and there is a chance any investor could lose all or some of their money. It doesn’t pays any dividends and the only way to make money off of it is via capital appreciation. And keep track of your trades, taxing Bitcoin is possible, but also complicated. You need to calculate every single profit, not just from cryptocurrency trading, but also from using Bitcoins to pay for things.

Other factors, such as our own proprietary website rules and whether a product is offered in your area or at your self-selected credit score range can also impact how and where products appear on this site. While we strive to provide a wide range offers, Bankrate does not include information about every financial or credit product or service. Cryptocurrency is a digital currency using cryptography to secure transactions.

However, there are insurance options for some crypto-related investments. The speed has the added advantage of being less expensive for users as well. But Ethereum https://www.coinbase.com/partner/bitcoin is the most broadly adopted platform for using smart contracts. Even investing in the world’s most valuable asset, gold, has its own set of risks.

  • Consult with your tax advisor or attorney regarding specific tax issues.
  • Cryptocurrencies are “mined” by computers, sometimes very large networks of computers.
  • If you believe in the crypto industry, in other words, making calculated speculative investments is a way to put your money into the future you hope to see.
  • Cornerstone Macro strategists studied how Bitcoin and Ether would likely perform in a downturn.
  • The days when Bitcoin was the only real option for investors looking to get into cryptocurrencies are long gone.

Like most crypto assets backed by centralized and decentralized exchanges, JOE is a good investment according to the majority of blockchain experts. Most of the JOE price forecasts are very bullish, and the crypto community agrees that the btcthread.com JOE price will continue to grow in the foreseeable future. The Internal Revenue Service treats crypto as a financial asset or property and will treat properly documented gains and losses in crypto liquidation just like other assets.

Risks Of Investing In Avalanche

FLOW has several essential characteristics that make it the ideal currency for a new generation of games, consumer applications, and the digital assets that will power them. Let’s delve into more details of the Flow ecosystem, its functions, unique features, technical analysis, and price predictions. Dogecoin and other cryptocurrencies have fallen significantly since that May peak. Musk calling it a “hustle” on Saturday Night Live didn’t help. But the billionaire continues to be a strong supporter, even suggesting that Tesla might accept it as payment rather than Bitcoin. That’s why, before engaging in a more robust launch, some companies have chosen to pilot the use of crypto just as they would pilot a new technology.

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"