Initial coin offerings, known as ICOs, are a rising phenomenon within the crypto world. In essence, they help firms raise cash for the development of new blockchain and cryptocurrency technologies. Or, the fact that in 2017, https://time.com/nextadvisor/investing/cryptocurrency/how-to-buy-bitcoin/ former Mozilla CEO Brendan Eich raised $35 million from an ICO in under 30 seconds. Security is of utmost importance with cryptocurrencies, especially considering the Mt. Gox theft, when $4 billion of BTC was laundered.
- This https://zenwriting.net/beunnaylry/smaller-hedge-funds-have-already-been-dabbling-in-bitcoin-and-tudor-jones-may is literally the only topic I disagree with you on, and I truly can't thank you enough for all the work you've done to improve physician personal finance.
- 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.
Because additions to the distributed ledgers must be verified by solving a cryptographic puzzle, a process called proof of work, Bitcoin is kept secure and safe from fraudsters. There is a huge appetite for cryptocurrency ETFs, which would allow you to invest in many cryptocurrencies at once. No cryptocurrency ETFs are available for everyday investors quite yet, but there may be some soon. Securities and Exchange Commission is reviewing three cryptocurrency ETF applications from Kryptcoin, VanEck and WisdomTree. Once there is money in your account, you’re ready to place your first cryptocurrency order.
Credit card issuers treat bitcoin purchases as cash advances and charge hefty fees and interest rates on such advances. For example, American Express and Chase both count purchases of cryptocurrencies as cash advance transactions. Thus, if you purchase $100 worth of bitcoin using an American Express card, you will pay $10 plus an annual percentage fee of 25%. What's more, the credit card company also limits you to $1,000 worth of bitcoin purchases per month. Now, cryptocurrency exchanges have gotten to a point where they have nearly the same level of features as their stock brokerage counterparts.
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.
Understanding The Basics
Many supporters also argue it may be resistant to inflation. To sell cryptocurrencies, the same avenues you used for purchasing are available. The platform is structured to be very simple to use while you trade everything from a wide range of crypto-assets to precious metals and 24/7 fractional shares. Buy, sell & swap the cryptocurrencies you want anytime, anywhere. In times of hyperconnectivity, information overload and never-ending FUD , such simple rules can help overcome cognitive biases and carefully evaluate investment opportunities. And while these acronyms are too simple to replace real financial educational and policy initiatives, they are easy and effortless to memorize and hard to misinterpret.
Though staking has its risks, it can allow you to grow your crypto holdings without buying more. This week, President Biden is expected to issue an executive order that will task government agencies with investigating the risks of trading in cryptocurrencies. The first step in this process is creating a purchase account on the platform you plan to use. This is nice and easy; you just need to pick a website, hit the sign-up button, and provide all the information they ask for. Some platforms ask questions specifically to gauge how experienced you are with investment.
His work has appeared in leading academic journals, including the Journal of Finance, the Journal of Political Economy, the Review of Financial Studies, and the Journal of Financial Economics. Harry earned his PhD in finance from the Massachusetts Institute of Technology. He holds BS and MS degrees in computer science from Brown University. Gregory Landegger is an investor and early technology adopter focusing on innovative digital developments across the fields of cryptocurrencies and blockchain, gaming, extended reality and data infrastructure.
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"