Many governments, business organizations, and other entities believe the risk-adjusted return on a bitcoin investment has asymmetrical upside and stores value better than the dollar over time. Insurance companies, wealth managers, and pension funds have also shown interest in bitcoin investments, departing from short-term fixed income assets and real estate. Learn about cryptocurrency exchanges before investing a dollar.
- Qualities http://waylondnfq140.image-perth.org/why-can-t-we-just-print-more-money-since-it-really-isn-t-representative-of-anything-of-value that are increasingly valuable in a digital first and globalized world.
- If you’re looking for a very specific altcoin , then you may need to factor that into the exchange you choose.
- Don’t take anyone’s advice about what will happen with the currency.
- Find out some of the key differences between investing directly in bitcoin, and investing in a bitcoin exchange traded fund .
"They're outside the realm of securities trading. It's an area that's in flux, as far as regulations go." If you enjoy the Bitcoin marketplace, you can advance your strategy to include Bitcoin futures, decentralized exchanges, and automated trading https://edition.cnn.com/cnn-underscored/money/best-ways-to-invest-money strategies. However, you can choose to pay higher transaction fees for faster processing times with some exchanges. Plan to enter your name, address, phone number, email, and Social Security number to activate a cryptocurrency account.
This will go on for around 3-4 months until one day the website will just go offline and the money will be gone. No more payments will be made and a lot of people will get mad that they got scammed. Use Dollar cost averaging – This means that you don’t buy all of your Bitcoins in one trade but instead buy a fixed amount every month, week or even day throughout the year. This way you average the price over the course of a whole year. After buying Bitcoins, make sure to move them into your own Bitcoin wallet and never leave them on an exchange.
Musks Twitter: A Platform For Free Speech Or Extremist Hate?
But 2017 brought back the crazy up and down Bitcoin we know and love, as Wall Street began to see Bitcoin as more viable than ever. The end of the year sees a massive BTC price peak, coming close to $20,000 in Bitcoin value. A more detailed timeline can be found at New York Magazine. Blockchain technology is said to have other uses and potential in other industries, but as a concept it has become inextricably linked to Bitcoin.
An example of virtual currency is the rewards you get from playing certain video games. While you can actually acquire billions in value, that "money" is only good for buying and selling within the gaming community. First Ripple crashed, then in February Noor got into the GameStop mania too late, and lost even more money.
Why Should Companies Invest In Crypto?
But, patience sure pays and he earned 300% more after a gap of three years. Information provided by Stash Support is for informational and general educational purposes only and is not investment or financial advice. In order to participate, a user must comply with all eligibility requirements and make a qualifying purchase with their Stock-Back® Card.
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"