Knowing the right time to buy and sell has always been the key to success with investments like this. Seeing the value of Ethereum tokens skyrocket over a few short years makes this cryptocurrency look like a promising option for investors. In reality, though, putting money into cryptocurrencies like this is risky, which can be seen when you look deeper into Ether's history. The return that one achieves from https://cointelegraph.com/trading-for-beginners/how-to-trade-cryptocurrencies-the-ultimate-beginners-guide will indirectly depend on its adoption, which will be linked to potential use cases and public trust. We view cryptocurrencies today as a speculative investment in the adoption of cryptocurrency rather than a functioning currency. Amid this backdrop, we’ve laid out some options for those seeking exposure to cryptocurrency, along with a set of guidelines we believe all cryptocurrency investors should consider.
- What sets binance coin apart from its competitors is that it was created by a company instead of a group of tech developers, and it’s the native coin on the world’s largest exchange.
- We’ve talked to people who havetaken out a mortgageorcashed out their entire 401 earlyto invest in cryptocurrency—heck no!
- In a trading context, it refers to the fear of missing out on high returns, triggered by recent, often drastic increases in the market value of an asset .
- The first step in buying bitcoin consists of choosing a crypto trading service or venue.
- Joel graduated from Brown University and later attended the Lauder Institute at the University of Pennsylvania where he received an MBA from The Wharton School and an MA from the School of Arts and Sciences.
Cryptocurrency offers exciting potential for extreme growth, especially considering that it is still in its relative infancy. Getting in on a growing trend early means that you are likely to see some fluctuation, but as it becomes more widely adopted as a standard form of payment, the shares you own will grow in value. Benzinga crafted a specific methodology to rank cryptocurrency exchanges and tools.
Panic selling and FOMO buying don’t always help in the long-run, and with how jagged the market movements are, it can help smooth things out by looking at the bigger picture. Many more operating companies are beginning to evaluate the potential benefits of investing in digital assets like Bitcoin. And as their cumulative experience grows and sparks further interest, the more likely strategic investments in digital assets are to become more routine realities. That said, companies must have the right risk measures in place, as well as the right risk tolerance levels, for it to be worthwhile pursuing this type of investment. For certain, the realities facing operating companies interested in investing in such assets are complex and in flux. But they are navigable with http://marcolgxx020.lucialpiazzale.com/is-bitcoin-a-good-or-safe-investment the right level of commitment from all departments and external parties.
I mean all the fed chair has to do is wear the wrong tie at the next FOMC press conference and valuations tank and that’s not even including actual interest rate manipulation. We simply do not need to take on risk like that inherent in cryptocurrencies. Maybe if we did and we struck it big, we could leave a little more to charity. We already have more than we will ever need and more than we want to leave to our children.
Why You Can Trust Bankrate
There is also much ambivalence surrounding the purchase of crypto through foreign markets. Which countries have the right to tax these purchases is still up for debate and will likely shift over time. Not only does investing in a finite asset offer a hedge against inflation, but also more and more businesses and even individuals are accepting direct payment using cryptocurrency. There are several digital wallets that make it possible for users to make crypto transactions as well.
If you take a market capitalization approach, crypto would make up about 0.5% of your overall portfolio. Even if you are very bullish on crypto, Betterment doesn’t recommend it exceeding a maximum of 10% of your portfolio. We also recommend diversifying across multiple cryptocurrencies.
Growth in the U.S. money supply surged in 2020, as monetary policy changed during the pandemic . Money growth since 2020 was the fastest since 1981 and came with dramatically lower interest rates, which increased the demand for equities as an alternative to low fixed-income yields. That surge in money growth led or preceded the jump in cryptocurrency prices during 2020. Historically extreme money growth since 2020 also raised inflation fears and worries about eventual dollar debasement. The point is not that cryptocurrencies are evolving into equity and commodity substitutes, but that all three can share common factors or trends for a short time.
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"