Users then browse through listings of buy and sell offers, choosing the trading partners with whom they wish to transact. As mentioned previously, exchange wallets are custodial accounts provided by the exchange. The user of this https://www.forbes.com/advisor/investing/cryptocurrency/how-to-buy-cryptocurrency/ wallet type is not the holder of the private key to the cryptocurrency that is held in this wallet. If an event were to occur wherein the exchange is hacked or your account becomes compromised, you would lose your funds.
- You can buy and hold up to the cost basis limit worth of a specific cryptocurrency.
- There are lots of options for where to invest in cryptocurrency.
- An index is not managed and is unavailable for direct investment.
- Maybe you want to wait until it is 5, 10 or 20 trillion.
- I confess that I bought gold back in 1980 because I was sure all the money we were printing would lead to paper money being worth little.
The currency was developed by Satoshi Nakamoto – widely believed to be a pseudonym for an individual or group of people whose precise identity remains unknown. Cryptocurrency, sometimes called crypto-currency or crypto, is any form of currency that exists digitally or virtually and uses cryptography to secure transactions. Cryptocurrencies don't have a central issuing or regulating authority, instead using a decentralized system to record transactions and issue new units. If you have a powerful computer with a gaming-capable graphics card, you can also mine crypto for free.
This means you can "buy the dip" or dump tokens as and when you like, on centralized crypto exchanges or decentralized exchanges . Once you have money set aside for emergencies, begin thinking about your short, medium and long-term financial goals. Retirement is, of course, a big thing to save for, so contribute to retirement accounts . But set specific savings goals for other major life steps.
And depending on what’s trending that day (Dogecoin, anyone?), you’ll see the value on these coins go up and down like one of those swinging pirate ship rides at a carnival. If you chase crypto based on what’s hot that day, you’ll probably wind up sick too . This one is the next most popular cryptocurrency after Bitcoin. And even though Ethereum is like Bitcoin with its crypto coins , it’s a little different too. While Bitcoin was created to become an alternative option to traditional currencies like the dollar, Ethereum has evolved into a network that can be used to do old things in new ways. You’ve probably heard of people making (or losing!) hundreds of thousands of dollars by investing in cryptocurrency.
Cardano Leads Increases As Largest Cryptocurrencies Start Mixed
Owning a vacation home can be a great investment -- if you choose the right property in the right location. Every day, get fresh ideas on how to save and make money and achieve your financial goals. Past performance is not indicative of future performance. At any time things can change, and an investment may perform better or worse than it has in the past. Chainlink is also the choice for the new inflation index being built by decentralized finance company Truflation to serve as an alternative to the consumer price index. Whereas the CPI measures inflation using survey data, Truflation’s index will use price data with the CPI’s calculation model, CoinDesk reported.
FTX US Derivatives is an exchange and clearinghouse specializing in cryptocurrency derivatives. At certain exchanges, like Coinbase, fiat http://travislxid386.bearsfanteamshop.com/how-and-where-to-invest-in-cryptocurrency balances in individual accounts may be FDIC-insured to the tune of $250,000 per account. The exchange also offers various order types to minimize risk and offset losses during trading. Although exchanges such as Coinbase or Binance remain among the most popular ways to purchase Bitcoin, they are not the only way.
As Director of Research, Brett guides and manages the proprietary research of ARK’s investment team. The team recognizes that disruptive innovation demands a dynamic and universal approach. Since the emergence of Bitcoin, we have witnessed the rise of a global battle among monetary systems, both sovereign and non-sovereign. ARK believes cryptocurrencies governed by neutral, open source networks have the potential to win this battle.
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"