What To Know About Cryptocurrency Investments

Ethereum, the second-largest cryptocurrency, processes transactions slightly faster but also hashigh fees. Bitcoin was designed to be indifferent towards governments and banks, but investors generally aren't. They're cutting sources of risk from their portfolios and dumping crypto. If you’re interested in owning cryptos and buying them, as well as exchanging your cryptos for others, you can sign up for an exchange like Coinbase, Kraken, or Gemini. With these exchanges, you can easily buy coins with fiat currency and then hold them to see if they’ll grow in value or even exchange them directly for other coins.

Financial planners suggest only investing 1% to 5% of your overall portfolio in crypto. Despite its booming popularity, the crypto market is extremely volatile and prices can fluctuate rapidly overnight. We asked three experts how high they see Ethereum going this year, and each qualified their predictions by saying it is nearly impossible to predict the future price of Ethereum. The $1.2 trillion bipartisan infrastructure bill signed by the president in November includes crypto tax reporting provisions that could make it easier for the IRS to track crypto activity among Americans.

It is important to recognize that there is not a complete regulatory framework in this area. First, consider the venue that you use to access the market. There are regulated crypto exchanges and trading places; however, there are also unregulated ones. Second, while most tokens are based on open-source code, it is not the case that they have the same disclosure regimes as blue chip stocks.

  • Usually, there’s an explanation, either economic or technical (such as a program-driven sell-off).
  • Some cryptocurrency companies create a token to easily raise money from unaccredited investors, and there is no competitive advantage for their company to operate on a blockchain.
  • Recent ransomware attacks and previous compromises of large exchanges should be sufficient beacons to newcomers.
  • But this flexibility can backfire when you start losing sleep over it.
  • You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy.
  • The price of Bitcoin dropped to around $10,000 in January 2018, almost half of the $20,000 it was worth in December 2017.

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.

No part of a research analyst's compensation is based on a specific investment banking transaction, nor is it based on sales, trading, or principal trading. A research analyst may have visited the material operations of one or more of the subject companies mentioned in this research report. Another key concern in the cryptocurrency space is how to hold and store them safely. This is commonly known as “custody” and is something of which all investors in cryptocurrencies should be conscious.

When you look at BTC’s dominance from the end of 2020 to the beginning of 2021, you’ll notice that as Bitcoin’s value climbed, so did its dominance. Going back in time, you can see that in 2016 there was a bull market that lasted until the very end of 2018. So, in the Bull market, BTC dropped from around 95 percent dominance to just 35 percent dominance over the next two years. Delma is a B2B Content Marketer, Consultant, Blogger in the field of Blockchain, and Cryptocurrency.

Crypto in our view can only be invested in or traded on a technical basis, specifically because it lacks fundamentals. Whilst all technical methods differ, generally speaking, they work best in highly liquid instruments that are freely traded by both institutions and retail alike. We like to use the Elliott Wave / Fibonacci method in our work - not because we believe it is the unique or supremely valid method but because we've found success with it. And the more liquid, the larger, the less related to fundamentals of the instrument, the better we find the method works.

Good Reasons To Invest In Cryptocurrency

But soon the monetary value of Dogecoin became the community’s chief concern. Deloitte refers to one or more of Deloitte Touche Tohmatsu Limited, a UK private company limited by guarantee ("DTTL"), its network of member firms, and their related entities. DTTL and each of its member firms are legally separate and independent entities. DTTL (also referred to as "Deloitte https://www.thetimes.co.uk/money-mentor/article/cryptocurrency-good-investment/ Global") does not provide services to clients. In the United States, Deloitte refers to one or more of the US member firms of DTTL, their related entities that operate using the "Deloitte" name in the United States and their respective affiliates. Certain services may not be available to attest clients under the rules and regulations of public accounting.

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.

That spooked investors, leading them to exit risk assets including crypto. Cryptocurrencies remain highly correlated with the S&P 500 and, more recently, the Nasdaq Composite. This content should not be interpreted as investment advice. Cryptocurrency is a volatile market, do your independent research and only invest what you can afford to lose. Since the blockchain industry is relatively new, many cryptocurrencies go unregulated. Be sure that the coin you’re investing in has an accredited team and a solid foundation before investing.

Further, cryptocurrency’s decentralized, open-source nature helps "eliminate the weak points of the modern banking system by bringing access directly to consumers," she says. This makes it easier to http://dallasgzss736.fotosdefrases.com/cds-vs-crypto buy, sell, store, and trade the best performing assets of the last decade. But these days, you might be seen as behind on the times if you don't currently invest, or if you have never traded a single Bitcoin, Ethereum, or Litecoin in your life. From Bitcoin and Ethereum to Dogecoin and Tether, there are thousands of different cryptocurrencies, which can make it overwhelming when you’re first getting started in the world of crypto. To help you get your bearings, these are the top 10 cryptocurrencies based on their market capitalization, or the total value of all of the coins currently in circulation. Again, the term "currency" is a bit of a red herring when it comes to taxes in the U.S.

<img src="data:image/jpeg;base64,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"